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hws/amazon_prime/README.md
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# Homework 3 — Completing a Simple Amazon Prime Video Recommendation System
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In this assignment you will complete the implementation of a simple recommendation system called New York Recommender. Your program will mimic some behaviors of the Amazon Prime Video Recommendation System. Please read the entire handout before starting to code the assignment.
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## Learning Objectives
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- Practice managing dynamic memory.
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- Practice using two-dimensional arrays.
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**Note**: in this README, we use the term two-dimensional array and the term matrix interchangeably, as in this assignment, we assume these two terms have the same meaning.
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## Background
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Amazon Prime Video recommends movies and tv shows to prime users. Prime users on the prime video page will see things like this:
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and this:
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In this assignment, you will be completing a program which aims to implement these two features: recommending movies and recommending tv shows to users.
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## Specification
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In this assignment we assume there are 500 users in total, and we index these users from 0 to 499.
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We assume there are 110 movies in total, indexed from 0 to 109.
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We assume there are 100 tv shows in total, indexed from 0 to 99.
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The index and the name of all the movies and shows are hardcoded in the [main.cpp](main.cpp), just so you do not need to parse more input files.
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You are required to define a class named **RecommendationSystem**. The class definition goes to recommendation.h and the implementation of the class goes to [recommendation.cpp](recommendation.cpp), which is provided but is incomplete. Your class must have (at least) two member variables, one is named userMovieRatingsMatrix, the other is named userShowRatingsMatrix, both are two-dimensional *int* pointers, i.e., int\*\*. Two member functions to your class are provided, and you can call but should not modify these two functions.
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## Input Files
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Two input files are provided: [movieRatings.txt](movieRatings.txt) and [showRatings.txt](showRatings.txt). The two files have the same format. For example, the following is the first few lines of the [movieRatings.txt](movieRatings.txt):
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```console
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(87,3) (11,1) (14,1) (31,4) (101,4) (21,2) (23,1) (3,4) (38,5) (100,2) (109,1) (80,4) (15,3) (71,5) (52,5) (67,2) (78,2) (69,3) (72,2) (93,4) (35,3) (102,4) (81,4) (107,4) (79,4) (58,1) (105,5) (90,2) (6,3) (9,3) (53,4) (59,2) (62,2) (94,2) (54,2) (85,3) (57,5) (5,4) (32,4) (39,2) (42,2)
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(6,1) (61,2) (109,2) (87,4) (28,4) (38,5) (22,4) (11,2) (59,4) (68,3) (33,5) (71,3) (72,4) (15,4) (49,3) (94,1) (55,1)
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(76,3) (33,1) (78,4) (65,4) (62,4) (73,5) (1,4) (105,2) (34,4) (18,4) (75,4) (99,4) (94,1) (83,3) (14,5) (85,2) (26,4) (15,4) (21,4) (69,1) (10,4) (81,1) (22,3) (61,2) (7,2) (25,2) (43,4) (70,2) (6,5) (0,2) (38,4) (95,5) (107,4) (72,4) (49,2) (90,2) (2,4) (88,3) (104,2) (23,3) (97,5) (56,4) (58,4) (57,5) (100,1) (37,4) (80,4) (96,4) (42,4) (77,5) (3,1) (46,1) (29,3) (19,5) (103,5)
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(26,4) (57,4) (84,5) (60,4) (70,2) (99,3) (87,5) (94,1) (81,4) (16,2) (67,2) (36,2) (103,4) (28,1) (97,4) (73,5) (45,1) (37,4) (13,2) (17,4) (11,5) (66,2) (10,4) (85,1) (51,5) (96,4) (4,4) (21,5) (9,2) (74,5) (50,3) (104,3) (15,2) (35,5) (101,1) (102,4) (77,5) (62,1) (34,4) (71,5) (20,5) (46,1) (44,1) (90,1) (49,1) (2,4) (80,3) (95,1) (24,5) (98,3) (8,3) (14,3) (47,1) (32,3) (29,1) (18,4) (63,4) (40,3) (59,2) (69,5) (100,1) (107,3) (55,4) (0,4)
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(69,4) (63,2) (32,5) (31,4) (74,2) (46,1) (99,4) (26,4) (90,4) (89,1) (58,1) (27,5) (29,2) (7,4) (65,3) (60,5) (23,1) (97,4) (53,4) (39,5) (87,5) (47,3) (8,4) (15,1) (102,3) (35,4) (106,4) (73,5) (98,4) (42,4) (66,5) (76,1) (104,2) (94,1) (77,1) (56,4) (109,4) (54,4) (103,2) (71,2) (25,4) (92,5) (24,4) (52,4) (34,4) (14,3) (55,2) (22,4) (80,2) (44,2) (4,4) (75,3) (13,4) (91,4) (61,3) (82,1) (84,3) (28,2) (51,3) (30,4) (85,5) (62,4) (86,4) (70,4) (43,5) (33,4) (107,2) (64,5) (108,4) (9,3) (88,3) (11,1)
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(10,4) (38,1) (0,4) (20,1) (41,3) (94,1) (64,5) (71,1) (22,4) (34,3) (96,1) (46,3) (50,5) (39,2) (109,4) (82,1) (65,5) (2,3) (37,4) (44,3) (69,1) (105,4) (30,4) (29,3)
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(11,4) (98,2) (76,2) (50,2) (35,3) (16,1) (18,5) (70,4) (30,5) (3,2) (90,2) (36,1) (83,4) (102,2) (105,4) (49,4) (94,1) (85,2) (20,3) (107,1) (28,1) (48,2) (12,2) (15,4)
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(67,3) (27,4) (58,2) (6,3) (42,5) (63,3) (0,5) (49,4) (53,4) (66,3) (17,2) (41,2) (90,1) (84,4) (83,4) (46,1) (22,4) (13,2) (15,1) (75,1) (11,4) (62,4) (102,4) (35,1) (5,5) (69,4) (81,3) (93,4) (44,1) (59,5) (31,4) (8,3) (47,5) (106,3) (7,1) (61,3) (51,3) (99,1) (54,1) (32,3) (78,4) (72,3) (24,1) (48,4) (40,4) (97,4) (74,2) (33,1) (26,3) (68,5) (95,4) (64,4) (4,3) (25,4) (103,3) (52,5) (65,5) (30,4) (28,2) (39,4) (18,2) (73,1) (105,3) (45,4) (38,2) (23,4) (16,2) (21,4) (2,4) (9,5) (77,2) (82,2) (19,3)
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(82,1) (83,4) (64,1) (98,3) (94,2) (4,1) (38,5) (90,5) (31,1) (2,5) (61,1) (102,3) (103,1) (45,4) (89,4) (1,2) (85,4) (63,2) (49,4) (77,4) (28,1) (91,4) (8,4) (53,5) (46,4) (23,4) (73,2) (104,5) (62,4) (66,4) (25,2) (44,4) (9,1) (30,1) (29,1) (108,1) (48,1) (52,4) (76,1) (92,4) (15,3) (101,4) (59,1) (32,4) (22,2) (33,3) (21,2) (35,4) (65,2) (109,1) (69,5) (27,4)
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(101,4) (37,2) (24,1) (0,4) (63,2) (71,5) (64,3) (2,4) (65,1) (45,4) (7,4) (50,2) (81,2) (93,1) (42,5) (83,4) (29,2) (21,2) (51,5) (86,4) (82,1) (108,2) (23,4) (40,2) (89,4) (88,3) (78,5) (107,4) (9,3) (56,5) (60,5) (46,5) (44,4) (67,3) (18,3) (10,4) (103,1) (8,5) (34,3) (12,5) (96,5) (35,2) (68,3) (61,1) (58,1) (20,3) (100,4) (97,4) (47,5) (95,1) (92,4) (32,5) (27,5) (52,4) (25,4) (5,4) (85,4) (57,2) (30,3) (76,4) (72,5) (1,5)
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```
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Each line is representing one user. Each user uses the Amazon star rating (as shown in the following image) to rate a movie or a tv show (in the range of 1 to 5).
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The first line of [movieRatings.txt](movieRatings.txt) means, user 0 gives a rating of 3 to movie 87, gives a rating of 1 to movie 11, gives a rating of 1 to movie 14, gives a rating of 4 to moving 31, gives a rating of 4 to movie 101, gives a rating of 2 to movie 21, etc.
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The second line of [movieRatings.txt](movieRatings.txt) means, user 1 gives a rating of 1 to movie 6, gives a rating of 2 to movie 61, gives a rating of 2 to movie 109, gives a rating of 4 to moving 87, gives a rating of 4 to movie 28, gives a rating of 5 to movie 38, etc.
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The 3rd line descirbes ratings given by user 2, the 4th line describes ratings given by user 3, etc.
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The file [showRatings.txt](showRatings.txt) can be interpreted in the same way. It is just ratings in that file are for tv shows. In this assignment, your program should read these two input files and store the movie ratings in a matrix, and store the show ratings in another matrix.
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## Commands to Support & Program Output
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Your program only needs to support one command:
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```console
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nyrecommender.exe movieRatings.txt showRatings.txt output.txt userID numRecommendations
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```
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Here
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- movieRatings.txt is the movie rating input file, already described above.
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- showRatings.txt is the show rating input file, already described above.
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- output.txt is where to print your output.
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- userID specifies the ID of the user.
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- numRecommendations specifies how many movies/shows your program will recommend to the user. For example, if numRecommendation is 5, then your program should try to print up to 5 movies and up to 5 tv shows.
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When your program is executed, it produces up to numRecommendations recommended movies to the output file, and also produces up to numRecommendation recommended tv shows to the output file. Following is a sample output file:
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```console
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Prime: Movies we think you'll like:
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Elvis
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The Shawshank Redemption
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The Godfather
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Schindler's List
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Forrest Gump
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Prime: TV shows we think you'll like:
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Little Women
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Game of Thrones
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The Simpsons
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Friends
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The Crown
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```
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Note that these recommendations are specifically for this user - as specified by the command line argument userID. Apparently your program will produce different recommendations for different users.
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1. in the case where the number of command line arguments is not 6, your program should use std::cerr to print the following message:
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```console
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Usage: nyrecommender.exe movieRatings.txt showRatings.txt output.txt userID numRecommendations
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```
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Nothing should be printed to the output file in such a case.
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2. in the case where the userID command line argument is not in the range of 0-499, your program should use std::cerr to print the following error message:
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```console
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Invalid User ID.
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```
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Nothing should be printed to the output file in such a case.
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3. in the case where the *numRecommendations* command line argument is 0, your program should produce the output file which contains the following message:
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```console
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Prime: Movies we think you'll like:
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Prime: TV shows we think you'll like:
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```
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**Note**: All expected output files are provided in this repository. All the expected output files contain an empty line at the very end, to match with that, you just need to make sure all your print statements end with *std::endl;* (or just *endl;* if you don't use *std::*).
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## Provided Code
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Two cpp files are provided: [main.cpp](main.cpp) and [recommendation.cpp](recommendation.cpp). These two files are incomplete, and you should add your code into these two files. In addition, you should create the recommendation.h file, in which you define the **RecommendationSystem** class.
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### Existing Code in [main.cpp](main.cpp)
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A helper function named *process_one_line* is provided in the [main.cpp](main.cpp) file.
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```cpp
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void process_one_line(int** matrix, int i, std::string& line){
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std::istringstream iss(line);
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// process each (index, value) pair
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int index, value;
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char openParen, comma, closeParen;
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// when used with integers, it reads characters until it encounters a non-digit character or whitespace. However, when used with characters, it reads a single character.
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while (iss >> openParen >> index >> comma >> value >> closeParen) {
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matrix[i][index] = value;
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}
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}
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```
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This function will help you to parse information from the input file, and update the matrix. This function takes three arguments, the first argument is a two-dimensional integer pointer, also known as the matrix pointer, which is expected to point to the beginning memory location of a two-dimensional array. This function assumes the caller allocates and reclaims memory for matrix - **it also assumes that every element of the matrix is initialized to 0**. The second argument is the index i, indicating which row of the matrix will be updated. The third argument is the string line, which represents one line of the input file.
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To understand what this function does, let's take the first line of the [movieRatings.txt](movieRatings.txt) as an example.
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```console
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(87,3) (11,1) (14,1) (31,4) (101,4) (21,2) (23,1) (3,4) (38,5) (100,2) (109,1) (80,4) (15,3) (71,5) (52,5) (67,2) (78,2) (69,3) (72,2) (93,4) (35,3) (102,4) (81,4) (107,4) (79,4) (58,1) (105,5) (90,2) (6,3) (9,3) (53,4) (59,2) (62,2) (94,2) (54,2) (85,3) (57,5) (5,4) (32,4) (39,2) (42,2)
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```
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We know this first line represents movie ratings given by user 0. If this above line is stored in the *line* argument as an std::string, passed to the *process_one_line* function, then this function will set:
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- matrix[0][87] to 3 // it's the first row, and that corresponds to matrix[0], and the rating to movie 87 is 3.
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- matrix[0][11] to 1
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- matrix[0][14] to 1
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- matrix[0][31] to 4
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- matrix[0][101] to 4
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- matrix[0][21] to 2
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- etc.
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Let's present one more example, the following is the second line of the [movieRatings.txt](movieRatings.txt):
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```console
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(6,1) (61,2) (109,2) (87,4) (28,4) (38,5) (22,4) (11,2) (59,4) (68,3) (33,5) (71,3) (72,4) (15,4) (49,3) (94,1) (55,1)
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```
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When feeding this line to the *process_one_line* function, it will set:
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- matrix[1][6] to 1 // it's the second row, and that corresponds to matrix[1], and the rating to movie 6 is 1.
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- matrix[1][61] to 2
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- matrix[1][109] to 2
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- matrix[1][87] to 4
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- matrix[1][28] to 4
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- matrix[1][38] to 5
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- etc.
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In addition to this *process_one_line* function, the [main.cpp](main.cpp) also defines two global arrays, one array is named movies, which stores the index and the name of all the movies; the other array is named tvShows, which stores the index and the name of all the tv shows.
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### Existing Code in [recommendation.cpp](recommendation.cpp)
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Two member functions of the **RecommendationSystem** class are provided in the [recommendation.cpp](recommendation.cpp) file. You can use these two functions without understanding the internal of these two functions, but we will go over the internal of these two functions in lecture, just to satisfy some students' curiosity of how movies and tv shows are actually recommended. More specifically, how does Amazon or Netflix know which movies or tv shows I like? The detailed answer to this question is beyond the scope of this course, but we will still discuss it in lecture. To complete this assignment, you just need to know how to call these two functions and what these two functions return.
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The prototype of these two functions are:
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```cpp
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void RecommendationSystem::recommendMovies(int userId, int numRecommendations, int* recommendedMovies) const;
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void RecommendationSystem::recommendShows(int userId, int numRecommendations, int* recommendedShows) const;
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```
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The first function returns an integer array, representd by its third argument - *int\* recommendedMovies*. Each element of this array is an index of a movie that will be recommended to the user. It is the caller's responsibility to allocate and reclaim memory for this array.
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The second function returns an integer array, representd by its third argument - *int\* recommendedShows*. Each element of this array is an index of a tv show that will be recommended to the user. It is the caller's responsibility to allocate and reclaim memory for this array.
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These two functions assume the **RecommendationSystem** class has these two member variables,
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```cpp
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int** userMovieRatingsMatrix;
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int** userShowRatingsMatrix;
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```
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where *userMovieRatingsMatrix* points to the memory location for the movie rating matrix, and *userShowRatingsMatrix* points to the memory location for the tv show rating matrix.
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The first argument (*int userId*) of these two functions is the user id, which represents the user whom the movies or the shows will be recommended to.
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|
The second argument (*int numRecommendations*) of these two functions is the number of recommendations, meaning how many movies or how many tv shows will be recommended to the user. The two functions are very similar, and here we will just describe the first function, i.e., *RecommendationSystem::recommendMovies*. The function *RecommendationSystem::recommendMovies* will use some algorithm to find movies which the user might like, it will then store the index of these movies in the array represented by *recommendedMovies*. Ideally, the size of this array is equal to *numRecommendations*, and by the time this function returns, every element of the array should contain a valid index. However, it is possible there are not enough number of movies which the algorithm thinks the user might like. In order to handle such a case, this function expects the caller to allocate memory for the array and also initialize every element of the array to be *-1*. And when this function returns, the caller should check which element's value is not *-1*, and only consider these elements as the valid index, and ignore the elements whose value is *-1*. You can assume all valid indices are stored at the beginning of the array, and all *-1*s (if any) are stored at the end of the array. For example, if *numRecommendations* is 5, but the algorithm only finds 3 movies the user might like, and if the index of these 3 movies are 20, 40, 60, respectively, then the array returned by this function will be:
|
||||||
|
|
||||||
|
```console
|
||||||
|
[20, 40, 60, -1, -1]
|
||||||
|
```
|
||||||
|
|
||||||
|
On the other hand, if *numRecommendations* is 5, but the algorithm finds 20 movies the user might like, the function would only return 5 indices. In other words, the function will never return more than *numRecommendations* indices.
|
||||||
|
|
||||||
|
In addition, the two functions also assume the **RecommendationSystem** class has defined the number of users, the number of movies, the number of tv shows as its member variables, named numUsers, numMovies, numShows, respectively.
|
||||||
|
|
||||||
|
## Program Requirements & Submission Details
|
||||||
|
|
||||||
|
In this assignment, **you are NOT allowed to use std::vector anywhere in your code**. You must use dynamic memory to store the movie rating matrix, and the show rating matrix.
|
||||||
|
|
||||||
|
Use good coding style when you design and implement your program. Organize your program into functions:
|
||||||
|
don’t put all the code in main! Be sure to read the [Homework Policies](https://www.cs.rpi.edu/academics/courses/spring24/csci1200/homework_policies.php) as you put the finishing touches on your solution. Be sure to make up new test cases to fully debug your program and don’t forget
|
||||||
|
to comment your code! Use the provided template [README.txt](./README.txt) file for notes you want the grader to read.
|
||||||
|
You must do this assignment on your own, as described in the [Collaboration Policy & Academic Integrity](https://www.cs.rpi.edu/academics/courses/spring24/csci1200/academic_integrity.php) page. If you did discuss the problem or error messages, etc. with anyone, please list their names in your
|
||||||
|
README.txt file.
|
||||||
|
|
||||||
|
**Due Date**: 02/08/2024, Thursday, 10pm.
|
||||||
|
|
||||||
|
## Rubric
|
||||||
|
|
||||||
|
18 pts
|
||||||
|
|
||||||
|
- README.txt Completed (3 pts)
|
||||||
|
- One of name, collaborators, or hours not filled in. (-1)
|
||||||
|
- Two or more of name, collaborators, or hours not filled in. (-2)
|
||||||
|
- No reflection. (-1)
|
||||||
|
- OVERALL CLASS DECLARATION & IMPLEMENTATION AND CODING STYLE (8 pts)
|
||||||
|
- No credit (significantly incomplete implementation) (-8)
|
||||||
|
<!--- Putting almost everything in the main function. It's better to create separate functions for different tasks. (-2)-->
|
||||||
|
- Improper uses or omissions of const and reference. (-1)
|
||||||
|
- Function bodies containing more than one statement are placed in the .h file. (okay for templated classes) (-2)
|
||||||
|
- Functions are not well documented or are poorly commented, in either the .h or the .cpp file. (-1)
|
||||||
|
- At least one function is excessively long (i.e., more than 200 lines). (-1)
|
||||||
|
- Overly cramped, excessive whitespace, or poor indentation. (-1)
|
||||||
|
- Poor file organization: Puts more than one class in a file (okay for very small helper classes) (-1)
|
||||||
|
- Poor choice of variable names: non-descriptive names (e.g. 'vec', 'str', 'var'), single-letter variable names (except single loop counter), etc. (-2)
|
||||||
|
- DATA REPRESENTATION (Must use dynamic memory for the implementation.) (7 pts)
|
||||||
|
- No credit (significantly incomplete implementation). (-7)
|
||||||
|
- Does not define the RecommendationSystem class. (-5)
|
||||||
|
- Does not use dynamic memory to store the movie rating matrix. (-5)
|
||||||
|
- Does not use dynamic memory to store the show rating matrix. (-5)
|
||||||
|
- Uses std::vector anywhere in the code. (-7)
|
||||||
|
- Member variables are public. (-2)
|
||||||
|
<!-- - OUTPUT OPERATOR OVERLOADING (2 pts)
|
||||||
|
- Does not overload the output (<<) operator. (-2)
|
||||||
|
- Incorrect syntax (wrong return type, wrong arguments). (-1)
|
||||||
|
-->
|
||||||
36
hws/amazon_prime/README.txt
Normal file
36
hws/amazon_prime/README.txt
Normal file
@@ -0,0 +1,36 @@
|
|||||||
|
HOMEWORK 3: Amazon Prime Video Recommendation
|
||||||
|
|
||||||
|
|
||||||
|
NAME: < insert name >
|
||||||
|
|
||||||
|
|
||||||
|
COLLABORATORS AND OTHER RESOURCES:
|
||||||
|
List the names of everyone you talked to about this assignment
|
||||||
|
(classmates, TAs, ALAC tutors, upperclassmen, students/instructor via
|
||||||
|
LMS, etc.), and all of the resources (books, online reference
|
||||||
|
material, etc.) you consulted in completing this assignment.
|
||||||
|
|
||||||
|
< insert collaborators / resources >
|
||||||
|
|
||||||
|
Remember: Your implementation for this assignment must be done on your
|
||||||
|
own, as described in "Academic Integrity for Homework" handout.
|
||||||
|
|
||||||
|
|
||||||
|
ESTIMATE OF # OF HOURS SPENT ON THIS ASSIGNMENT: < insert # hours >
|
||||||
|
|
||||||
|
|
||||||
|
MISC. COMMENTS TO GRADER:
|
||||||
|
(optional, please be concise!)
|
||||||
|
|
||||||
|
|
||||||
|
## Reflection and Self Assessment
|
||||||
|
|
||||||
|
Discuss the issues you encountered during development and testing. What
|
||||||
|
problems did you have? What did you have to research and learn on your
|
||||||
|
own? What kinds of errors did you get? How did you fix them?
|
||||||
|
|
||||||
|
What parts of the assignment did you find challenging? Is there anything that
|
||||||
|
finally "clicked" for you in the process of working on this assignment? How well
|
||||||
|
did the development and testing process go for you?
|
||||||
|
|
||||||
|
< insert reflection >
|
||||||
BIN
hws/amazon_prime/images/movies.png
Normal file
BIN
hws/amazon_prime/images/movies.png
Normal file
Binary file not shown.
|
After Width: | Height: | Size: 321 KiB |
BIN
hws/amazon_prime/images/shows.png
Normal file
BIN
hws/amazon_prime/images/shows.png
Normal file
Binary file not shown.
|
After Width: | Height: | Size: 375 KiB |
BIN
hws/amazon_prime/images/starRatings.png
Normal file
BIN
hws/amazon_prime/images/starRatings.png
Normal file
Binary file not shown.
|
After Width: | Height: | Size: 28 KiB |
248
hws/amazon_prime/main.cpp
Normal file
248
hws/amazon_prime/main.cpp
Normal file
@@ -0,0 +1,248 @@
|
|||||||
|
#include <sstream>
|
||||||
|
#include "recommendation.h"
|
||||||
|
|
||||||
|
class Movie {
|
||||||
|
public:
|
||||||
|
int movieId;
|
||||||
|
std::string title;
|
||||||
|
};
|
||||||
|
|
||||||
|
class TVShow {
|
||||||
|
public:
|
||||||
|
int tvShowId;
|
||||||
|
std::string title;
|
||||||
|
};
|
||||||
|
|
||||||
|
// Oscar-winning movies
|
||||||
|
Movie movies[] = {
|
||||||
|
{0, "Elvis"},
|
||||||
|
{1, "The Shawshank Redemption"},
|
||||||
|
{2, "The Godfather"},
|
||||||
|
{3, "Schindler's List"},
|
||||||
|
{4, "The Lord of the Rings: The Return of the King"},
|
||||||
|
{5, "Forrest Gump"},
|
||||||
|
{6, "Titanic"},
|
||||||
|
{7, "Gladiator"},
|
||||||
|
{8, "The Departed"},
|
||||||
|
{9, "12 Years a Slave"},
|
||||||
|
{10, "Green Book"},
|
||||||
|
{11, "The Silence of the Lambs"},
|
||||||
|
{12, "The Sound of Music"},
|
||||||
|
{13, "Amadeus"},
|
||||||
|
{14, "The Shape of Water"},
|
||||||
|
{15, "Braveheart"},
|
||||||
|
{16, "The English Patient"},
|
||||||
|
{17, "Moonlight"},
|
||||||
|
{18, "Argo"},
|
||||||
|
{19, "Birdman"},
|
||||||
|
{20, "No Country for Old Men"},
|
||||||
|
{21, "A Beautiful Mind"},
|
||||||
|
{22, "Spotlight"},
|
||||||
|
{23, "The King's Speech"},
|
||||||
|
{24, "Platoon"},
|
||||||
|
{25, "Dances with Wolves"},
|
||||||
|
{26, "Gandhi"},
|
||||||
|
{27, "The Green Mile"},
|
||||||
|
{28, "The Pianist"},
|
||||||
|
{29, "The Bridge on the River Kwai"},
|
||||||
|
{30, "West Side Story"},
|
||||||
|
{31, "The Godfather: Part II"},
|
||||||
|
{32, "Crouching Tiger, Hidden Dragon"},
|
||||||
|
{33, "The Hurt Locker"},
|
||||||
|
{34, "Slumdog Millionaire"},
|
||||||
|
{35, "Million Dollar Baby"},
|
||||||
|
{36, "Rain Man"},
|
||||||
|
{37, "Rocky"},
|
||||||
|
{38, "Inception"},
|
||||||
|
{39, "Chariots of Fire"},
|
||||||
|
{40, "The Great Gatsby"},
|
||||||
|
{41, "All About Eve"},
|
||||||
|
{42, "One Flew Over the Cuckoo's Nest"},
|
||||||
|
{43, "The Apartment"},
|
||||||
|
{44, "The French Connection"},
|
||||||
|
{45, "The Grand Budapest Hotel"},
|
||||||
|
{46, "Rebecca"},
|
||||||
|
{47, "Gone with the Wind"},
|
||||||
|
{48, "Casablanca"},
|
||||||
|
{49, "Ben-Hur"},
|
||||||
|
{50, "Lawrence of Arabia"},
|
||||||
|
{51, "The Phantom of the Opera"},
|
||||||
|
{52, "The Godfather: Part III"},
|
||||||
|
{53, "Annie Hall"},
|
||||||
|
{54, "Out of Africa"},
|
||||||
|
{55, "My Fair Lady"},
|
||||||
|
{56, "The Life of Emile Zola"},
|
||||||
|
{57, "On the Waterfront"},
|
||||||
|
{58, "The Best Years of Our Lives"},
|
||||||
|
{59, "The Deer Hunter"},
|
||||||
|
{60, "Midnight Cowboy"},
|
||||||
|
{61, "American Beauty"},
|
||||||
|
{62, "Gigi"},
|
||||||
|
{63, "Going My Way"},
|
||||||
|
{64, "Gentleman's Agreement"},
|
||||||
|
{65, "From Here to Eternity"},
|
||||||
|
{66, "Oliver!"},
|
||||||
|
{67, "Patton"},
|
||||||
|
{68, "The Artist"},
|
||||||
|
{69, "The Family Plan"},
|
||||||
|
{70, "A Man for All Seasons"},
|
||||||
|
{71, "Lincoln"},
|
||||||
|
{72, "The Greatest Show on Earth"},
|
||||||
|
{73, "An American in Paris"},
|
||||||
|
{74, "Kramer vs. Kramer"},
|
||||||
|
{75, "The Descendants"},
|
||||||
|
{76, "Driving Miss Daisy"},
|
||||||
|
{77, "All Quiet on the Western Front"},
|
||||||
|
{78, "The Greatest Showman"},
|
||||||
|
{79, "Mutiny on the Bounty"},
|
||||||
|
{80, "The Lost Weekend"},
|
||||||
|
{81, "The Batman"},
|
||||||
|
{82, "Aquaman and the Lost Kingdom"},
|
||||||
|
{83, "Parasite"},
|
||||||
|
{84, "Ordinary People"},
|
||||||
|
{85, "Wonka"},
|
||||||
|
{86, "Tom Jones"},
|
||||||
|
{87, "The Last Emperor"},
|
||||||
|
{88, "Don't Look Up"},
|
||||||
|
{89, "Chicago"},
|
||||||
|
{90, "The Revenant"},
|
||||||
|
{91, "Darkest Hour"},
|
||||||
|
{92, "Manchester by the Sea"},
|
||||||
|
{93, "Hacksaw Ridge"},
|
||||||
|
{94, "The Theory of Everything"},
|
||||||
|
{95, "Midnight in Paris"},
|
||||||
|
{96, "Coda"},
|
||||||
|
{97, "Catch Me If You Can"},
|
||||||
|
{98, "Nomadland"},
|
||||||
|
{99, "The Graduate"},
|
||||||
|
{100, "Pearl Harbor"},
|
||||||
|
{101, "Dune"},
|
||||||
|
{102, "King Richard"},
|
||||||
|
{103, "Drive My Car"},
|
||||||
|
{104, "The Fabelmans"},
|
||||||
|
{105, "The Long Goodbye"},
|
||||||
|
{106, "Nightmare Alley"},
|
||||||
|
{107, "A Star is Born"},
|
||||||
|
{108, "Top Gun: Maverick"},
|
||||||
|
{109, "Everything Everywhere All at Once"},
|
||||||
|
};
|
||||||
|
|
||||||
|
// Emmy Award-winning TV shows
|
||||||
|
TVShow tvShows[] = {
|
||||||
|
{0, "Little Women"},
|
||||||
|
{1, "The West Wing"},
|
||||||
|
{2, "The Sopranos"},
|
||||||
|
{3, "Breaking Bad"},
|
||||||
|
{4, "Game of Thrones"},
|
||||||
|
{5, "The Twilight Zone"},
|
||||||
|
{6, "The Simpsons"},
|
||||||
|
{7, "Friends"},
|
||||||
|
{8, "The Mary Tyler Moore Show"},
|
||||||
|
{9, "M*A*S*H"},
|
||||||
|
{10, "The Wire"},
|
||||||
|
{11, "The Marvelous Mrs. Maisel"},
|
||||||
|
{12, "The Crown"},
|
||||||
|
{13, "Fleabag"},
|
||||||
|
{14, "Stranger Things"},
|
||||||
|
{15, "The Mandalorian"},
|
||||||
|
{16, "Veep"},
|
||||||
|
{17, "The Big Bang Theory"},
|
||||||
|
{18, "Homeland"},
|
||||||
|
{19, "The Handmaid's Tale"},
|
||||||
|
{20, "The Office (U.S.)"},
|
||||||
|
{21, "Cheers"},
|
||||||
|
{22, "The Golden Girls"},
|
||||||
|
{23, "I Love Lucy"},
|
||||||
|
{24, "The Americans"},
|
||||||
|
{25, "Sherlock"},
|
||||||
|
{26, "Fargo"},
|
||||||
|
{27, "The People v. O.J. Simpson: American Crime Story"},
|
||||||
|
{28, "Black Mirror"},
|
||||||
|
{29, "Westworld"},
|
||||||
|
{30, "Mad Men"},
|
||||||
|
{31, "The Boys"},
|
||||||
|
{32, "Better Call Saul"},
|
||||||
|
{33, "Hand of God"},
|
||||||
|
{34, "The Good Place"},
|
||||||
|
{35, "Atlanta"},
|
||||||
|
{36, "Barry"},
|
||||||
|
{37, "The Office (UK)"},
|
||||||
|
{38, "Fawlty Towers"},
|
||||||
|
{39, "Monty Python's Flying Circus"},
|
||||||
|
{40, "The Daily Show with Jon Stewart"},
|
||||||
|
{41, "Late Night with David Letterman"},
|
||||||
|
{42, "The Tonight Show Starring Johnny Carson"},
|
||||||
|
{43, "Saturday Night Live"},
|
||||||
|
{44, "The X-Files"},
|
||||||
|
{45, "Downton Abbey"},
|
||||||
|
{46, "The Big C"},
|
||||||
|
{47, "Six Feet Under"},
|
||||||
|
{48, "Ray Donovan"},
|
||||||
|
{49, "Curb Your Enthusiasm"},
|
||||||
|
{50, "Keeping Up with the Kardashians"},
|
||||||
|
{51, "The Twilight Zone (2002)"},
|
||||||
|
{52, "Dexter"},
|
||||||
|
{53, "House of Cards"},
|
||||||
|
{54, "Boardwalk Empire"},
|
||||||
|
{55, "The Newsroom"},
|
||||||
|
{56, "Black-ish"},
|
||||||
|
{57, "The Good Wife"},
|
||||||
|
{58, "Parks and Recreation"},
|
||||||
|
{59, "Pose"},
|
||||||
|
{60, "This Is Us"},
|
||||||
|
{61, "Watchmen"},
|
||||||
|
{62, "The Office (U.K.)"},
|
||||||
|
{63, "Vigil"},
|
||||||
|
{64, "The Ellen DeGeneres Show"},
|
||||||
|
{65, "True Detective"},
|
||||||
|
{66, "The Cosby Show"},
|
||||||
|
{67, "The Witcher"},
|
||||||
|
{68, "Succession"},
|
||||||
|
{69, "The Tonight Show Starring Jimmy Fallon"},
|
||||||
|
{70, "Scrubs"},
|
||||||
|
{71, "Mindhunter"},
|
||||||
|
{72, "Euphoria"},
|
||||||
|
{73, "The Umbrella Academy"},
|
||||||
|
{74, "Arrested Development"},
|
||||||
|
{75, "Jury Duty"},
|
||||||
|
{76, "Seinfeld"},
|
||||||
|
{77, "Great News"},
|
||||||
|
{78, "Killers of the Flower Moon"},
|
||||||
|
{79, "House"},
|
||||||
|
{80, "Ted Lasso"},
|
||||||
|
{81, "How I Met Your Mother"},
|
||||||
|
{82, "Unbreakable Kimmy Schmidt"},
|
||||||
|
{83, "All in the Family"},
|
||||||
|
{84, "The Leftovers"},
|
||||||
|
{85, "Wednesday"},
|
||||||
|
{86, "Frasier"},
|
||||||
|
{87, "Modern Family"},
|
||||||
|
{88, "Better Things"},
|
||||||
|
{89, "Brooklyn Nine-Nine"},
|
||||||
|
{90, "Everybody Loves Raymond"},
|
||||||
|
{91, "Taxi"},
|
||||||
|
{92, "Late Night with Seth Meyers"},
|
||||||
|
{93, "30 Rock"},
|
||||||
|
{94, "Community"},
|
||||||
|
{95, "Squid Game"},
|
||||||
|
{96, "Will & Grace"},
|
||||||
|
{97, "Schitt's Creek"},
|
||||||
|
{98, "Get Smart"},
|
||||||
|
{99, "The Monkees"},
|
||||||
|
};
|
||||||
|
|
||||||
|
// this function reads the one line, and update row i of the matrix.
|
||||||
|
void process_one_line(int** matrix, int i, std::string& line){
|
||||||
|
std::istringstream iss(line);
|
||||||
|
// process each (index, value) pair
|
||||||
|
int index, value;
|
||||||
|
char openParen, comma, closeParen;
|
||||||
|
// when used with integers, it reads characters until it encounters a non-digit character or whitespace. However, when used with characters, it reads a single character.
|
||||||
|
while (iss >> openParen >> index >> comma >> value >> closeParen) {
|
||||||
|
matrix[i][index] = value;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
int main(int argc, char* argv[]) {
|
||||||
|
return 0;
|
||||||
|
}
|
||||||
500
hws/amazon_prime/movieRatings.txt
Normal file
500
hws/amazon_prime/movieRatings.txt
Normal file
@@ -0,0 +1,500 @@
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|||||||
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(87,3) (11,1) (14,1) (31,4) (101,4) (21,2) (23,1) (3,4) (38,5) (100,2) (109,1) (80,4) (15,3) (71,5) (52,5) (67,2) (78,2) (69,3) (72,2) (93,4) (35,3) (102,4) (81,4) (107,4) (79,4) (58,1) (105,5) (90,2) (6,3) (9,3) (53,4) (59,2) (62,2) (94,2) (54,2) (85,3) (57,5) (5,4) (32,4) (39,2) (42,2)
|
||||||
|
(6,1) (61,2) (109,2) (87,4) (28,4) (38,5) (22,4) (11,2) (59,4) (68,3) (33,5) (71,3) (72,4) (15,4) (49,3) (94,1) (55,1)
|
||||||
|
(76,3) (33,1) (78,4) (65,4) (62,4) (73,5) (1,4) (105,2) (34,4) (18,4) (75,4) (99,4) (94,1) (83,3) (14,5) (85,2) (26,4) (15,4) (21,4) (69,1) (10,4) (81,1) (22,3) (61,2) (7,2) (25,2) (43,4) (70,2) (6,5) (0,2) (38,4) (95,5) (107,4) (72,4) (49,2) (90,2) (2,4) (88,3) (104,2) (23,3) (97,5) (56,4) (58,4) (57,5) (100,1) (37,4) (80,4) (96,4) (42,4) (77,5) (3,1) (46,1) (29,3) (19,5) (103,5)
|
||||||
|
(26,4) (57,4) (84,5) (60,4) (70,2) (99,3) (87,5) (94,1) (81,4) (16,2) (67,2) (36,2) (103,4) (28,1) (97,4) (73,5) (45,1) (37,4) (13,2) (17,4) (11,5) (66,2) (10,4) (85,1) (51,5) (96,4) (4,4) (21,5) (9,2) (74,5) (50,3) (104,3) (15,2) (35,5) (101,1) (102,4) (77,5) (62,1) (34,4) (71,5) (20,5) (46,1) (44,1) (90,1) (49,1) (2,4) (80,3) (95,1) (24,5) (98,3) (8,3) (14,3) (47,1) (32,3) (29,1) (18,4) (63,4) (40,3) (59,2) (69,5) (100,1) (107,3) (55,4) (0,4)
|
||||||
|
(69,4) (63,2) (32,5) (31,4) (74,2) (46,1) (99,4) (26,4) (90,4) (89,1) (58,1) (27,5) (29,2) (7,4) (65,3) (60,5) (23,1) (97,4) (53,4) (39,5) (87,5) (47,3) (8,4) (15,1) (102,3) (35,4) (106,4) (73,5) (98,4) (42,4) (66,5) (76,1) (104,2) (94,1) (77,1) (56,4) (109,4) (54,4) (103,2) (71,2) (25,4) (92,5) (24,4) (52,4) (34,4) (14,3) (55,2) (22,4) (80,2) (44,2) (4,4) (75,3) (13,4) (91,4) (61,3) (82,1) (84,3) (28,2) (51,3) (30,4) (85,5) (62,4) (86,4) (70,4) (43,5) (33,4) (107,2) (64,5) (108,4) (9,3) (88,3) (11,1)
|
||||||
|
(10,4) (38,1) (0,4) (20,1) (41,3) (94,1) (64,5) (71,1) (22,4) (34,3) (96,1) (46,3) (50,5) (39,2) (109,4) (82,1) (65,5) (2,3) (37,4) (44,3) (69,1) (105,4) (30,4) (29,3)
|
||||||
|
(11,4) (98,2) (76,2) (50,2) (35,3) (16,1) (18,5) (70,4) (30,5) (3,2) (90,2) (36,1) (83,4) (102,2) (105,4) (49,4) (94,1) (85,2) (20,3) (107,1) (28,1) (48,2) (12,2) (15,4)
|
||||||
|
(67,3) (27,4) (58,2) (6,3) (42,5) (63,3) (0,5) (49,4) (53,4) (66,3) (17,2) (41,2) (90,1) (84,4) (83,4) (46,1) (22,4) (13,2) (15,1) (75,1) (11,4) (62,4) (102,4) (35,1) (5,5) (69,4) (81,3) (93,4) (44,1) (59,5) (31,4) (8,3) (47,5) (106,3) (7,1) (61,3) (51,3) (99,1) (54,1) (32,3) (78,4) (72,3) (24,1) (48,4) (40,4) (97,4) (74,2) (33,1) (26,3) (68,5) (95,4) (64,4) (4,3) (25,4) (103,3) (52,5) (65,5) (30,4) (28,2) (39,4) (18,2) (73,1) (105,3) (45,4) (38,2) (23,4) (16,2) (21,4) (2,4) (9,5) (77,2) (82,2) (19,3)
|
||||||
|
(82,1) (83,4) (64,1) (98,3) (94,2) (4,1) (38,5) (90,5) (31,1) (2,5) (61,1) (102,3) (103,1) (45,4) (89,4) (1,2) (85,4) (63,2) (49,4) (77,4) (28,1) (91,4) (8,4) (53,5) (46,4) (23,4) (73,2) (104,5) (62,4) (66,4) (25,2) (44,4) (9,1) (30,1) (29,1) (108,1) (48,1) (52,4) (76,1) (92,4) (15,3) (101,4) (59,1) (32,4) (22,2) (33,3) (21,2) (35,4) (65,2) (109,1) (69,5) (27,4)
|
||||||
|
(101,4) (37,2) (24,1) (0,4) (63,2) (71,5) (64,3) (2,4) (65,1) (45,4) (7,4) (50,2) (81,2) (93,1) (42,5) (83,4) (29,2) (21,2) (51,5) (86,4) (82,1) (108,2) (23,4) (40,2) (89,4) (88,3) (78,5) (107,4) (9,3) (56,5) (60,5) (46,5) (44,4) (67,3) (18,3) (10,4) (103,1) (8,5) (34,3) (12,5) (96,5) (35,2) (68,3) (61,1) (58,1) (20,3) (100,4) (97,4) (47,5) (95,1) (92,4) (32,5) (27,5) (52,4) (25,4) (5,4) (85,4) (57,2) (30,3) (76,4) (72,5) (1,5)
|
||||||
|
(42,2) (48,5) (11,4) (62,2) (104,5) (105,5) (84,1) (93,1) (12,5) (46,4) (4,5) (21,3) (2,5) (70,5) (3,5) (81,3) (53,5) (16,4) (24,5) (69,4) (80,3) (83,4) (108,1) (74,5) (22,1) (45,5) (17,2) (89,1) (71,3) (77,3) (73,5) (19,2) (98,5) (32,2) (95,5) (18,5) (72,2) (50,4) (88,4) (1,3) (10,5) (25,2) (100,4)
|
||||||
|
(57,5) (84,4) (8,3) (72,3) (50,3) (99,4) (19,3) (27,4) (16,1) (7,1) (45,4) (35,2) (81,3) (79,5) (32,3) (39,4) (51,2) (101,4) (61,1) (82,5) (105,4) (68,3) (66,4) (5,5) (12,3) (96,4) (34,3) (90,1) (46,3) (63,3) (15,3) (108,2) (9,4)
|
||||||
|
(102,1) (85,3) (97,2) (43,5) (64,4) (39,4) (95,5) (82,3) (20,1) (46,3) (74,1) (108,5) (104,4) (24,3) (21,4) (45,4) (30,1) (69,4) (10,4) (67,1) (76,1) (6,2) (88,2) (37,5)
|
||||||
|
(45,2) (63,4) (108,4) (23,5) (30,5) (19,4) (77,3) (33,2) (17,5) (87,4) (53,4) (75,4) (86,4) (68,4) (101,1) (16,3) (92,5) (70,5) (49,2) (62,4) (59,4) (34,4) (4,4) (91,1) (109,5) (50,5) (82,2) (93,4) (18,4) (56,4) (78,4) (11,1) (21,4) (96,1) (32,4) (80,4) (99,3) (0,4) (27,4) (66,5) (51,2) (94,3) (105,3) (83,3) (31,1) (28,3) (20,4) (1,4)
|
||||||
|
(20,4)
|
||||||
|
(64,4) (68,2) (50,4) (20,3) (53,5) (91,5) (95,1) (97,4) (61,3) (7,2) (27,1) (42,2) (109,3) (41,1) (37,4) (23,4) (58,3) (0,2) (76,3) (13,2) (19,2) (17,4) (72,1) (75,2) (83,2) (63,4) (47,3) (88,5) (94,5) (15,4) (48,3) (22,2) (44,2) (93,3) (46,4) (9,4) (74,4) (21,5) (103,3) (106,5) (16,3) (24,4) (38,3) (54,3) (35,1) (79,2) (104,5) (30,4) (5,1) (57,1) (89,4) (86,5) (55,2) (69,4) (108,1) (52,4) (98,1)
|
||||||
|
(2,3) (58,4) (30,5) (29,1) (50,5) (52,4) (104,5) (67,5) (14,1) (31,1) (107,2) (83,4) (59,5) (86,4) (53,4) (37,5) (66,4) (11,3) (85,4) (32,2) (109,3) (93,4) (41,2) (43,1) (45,4) (96,1) (61,2) (81,4) (71,2) (7,4) (97,2)
|
||||||
|
(72,4) (75,1) (50,4) (3,5) (94,3) (19,1) (39,3) (29,5) (79,3) (87,2) (14,3) (90,5) (51,3) (47,4) (27,4) (99,5) (44,4) (34,3) (26,5) (105,3) (56,4) (95,1) (43,4) (12,4) (81,4) (86,4) (74,3) (101,2) (15,4) (40,1) (98,2) (80,5) (62,3) (8,4) (41,2) (54,3) (106,4) (55,2) (25,5) (85,5) (76,2) (109,1) (82,2) (104,1) (103,3) (5,1) (53,4) (46,5) (30,5)
|
||||||
|
(61,4) (28,5) (10,1) (68,3) (18,4)
|
||||||
|
(75,1) (94,5) (9,4) (41,5) (67,3) (52,4) (109,5) (37,1) (30,4) (26,4) (1,4) (62,3) (91,2) (89,3) (46,4) (43,4) (24,4) (12,5) (77,4) (61,4) (28,4) (44,5) (13,4) (98,4) (25,5) (17,4) (45,3) (42,4) (64,2) (8,2) (50,3) (104,2) (6,4) (34,2) (70,5) (57,1) (103,3) (100,1) (49,4) (2,4) (23,3) (10,1) (90,2)
|
||||||
|
(99,4) (36,5) (82,4) (85,2) (8,3) (90,3) (48,2) (97,2) (23,3) (92,4) (66,1) (19,4) (33,1) (96,1) (45,2) (0,4) (40,5) (12,2) (103,2) (101,2) (38,4) (31,1) (55,1) (87,3) (11,4) (91,1) (15,1) (68,3) (18,2) (61,5) (53,5) (79,1) (106,4) (28,2) (22,2) (64,5) (75,3) (5,2) (80,5) (9,1) (54,2) (70,4) (1,4) (88,3) (78,5) (16,2) (4,2) (27,5) (2,3) (74,4) (98,5) (3,4) (84,2) (30,2) (108,1) (100,2) (52,3) (102,4) (109,3) (62,1) (50,1) (56,5) (86,4) (34,5) (43,4) (81,2) (32,5)
|
||||||
|
(45,2) (66,5) (0,4) (87,2) (13,5) (77,2) (79,4)
|
||||||
|
(4,2) (86,4) (101,5) (14,4) (34,1) (10,1) (19,2) (105,1) (44,4) (35,4) (93,1) (55,3) (87,4) (49,4) (70,5) (79,4) (107,5) (41,5) (38,2) (66,4) (12,4) (47,5) (63,1) (16,4) (5,3)
|
||||||
|
(36,3) (27,2) (35,4) (20,3) (46,3) (60,5) (67,5) (91,2) (93,5) (28,3) (9,4) (49,3) (87,3) (11,5) (99,3) (52,1) (39,3) (7,3) (41,2) (16,4) (25,5) (100,1) (89,4) (80,1) (21,3) (1,3) (105,3) (33,2) (22,4) (101,1) (15,4) (37,4) (88,3) (34,4) (79,3) (38,4) (97,2) (95,4) (53,4) (71,1) (14,4) (57,5) (77,1) (8,2) (84,4) (12,4) (47,4) (23,3) (51,4)
|
||||||
|
(11,5) (95,5) (61,2) (50,1) (18,1) (83,4) (40,2) (47,4) (35,4) (75,4) (16,2) (14,5) (104,1) (20,2) (79,2) (105,2) (62,4) (92,4) (9,3) (34,4) (38,4) (76,2) (29,4) (28,2)
|
||||||
|
(76,1) (75,4) (1,5) (21,4) (58,1) (81,2) (0,2) (93,1) (80,3) (38,3) (45,4) (31,3) (67,2) (18,2) (107,5) (84,4) (65,3) (6,4) (39,5) (77,2) (32,1) (22,5) (69,4) (108,3) (86,5) (5,4) (109,4) (11,1) (52,4) (85,2) (27,5) (106,5) (37,4) (102,1) (30,3) (89,4) (26,3) (56,2) (103,5) (43,4) (35,5) (48,4) (7,4) (53,1) (79,4) (62,3) (60,5) (46,1) (70,3) (33,4) (64,2) (68,1) (20,4) (96,2)
|
||||||
|
(53,2) (46,1) (73,4) (9,4) (15,3) (48,2) (41,4) (95,2) (76,1) (66,2) (79,1) (43,4) (83,4) (31,2) (56,2) (69,1) (70,4) (13,4) (64,4) (20,4) (11,5) (40,4) (51,4) (67,5) (5,2) (54,2) (99,5) (84,3) (55,1) (19,4) (90,4) (91,2) (93,2) (38,2) (108,4) (107,3) (44,1) (86,5)
|
||||||
|
(39,4) (7,4) (38,5) (11,5) (12,2) (3,5) (6,4) (30,3) (59,5) (51,2) (19,3) (94,4) (26,5) (97,5) (99,4) (101,4) (41,1) (76,4) (33,2) (48,4) (62,4) (79,2) (56,4) (105,4) (106,4) (96,4) (74,5) (57,4) (85,4) (43,4) (9,3) (61,2) (32,2) (54,5) (70,1) (47,3) (15,2) (10,1) (83,5) (92,5) (103,2) (90,5) (13,4) (91,3) (18,1) (71,4) (52,4) (68,3) (23,1) (73,5)
|
||||||
|
(55,4) (66,3) (32,5) (100,1) (68,4) (47,2) (40,4) (4,1) (21,2) (107,4) (35,5) (14,1)
|
||||||
|
(15,1) (47,3) (59,2) (44,4) (99,4) (64,2) (108,1) (53,1) (74,5) (54,3) (87,1) (57,4) (27,4) (72,2) (105,4) (60,4) (61,4) (38,4) (34,2) (32,5) (55,2) (90,4) (52,4) (88,2) (35,3) (85,3) (79,5) (37,4) (6,3) (7,3) (3,2) (65,5) (31,3) (10,1) (0,4) (103,1) (63,1) (41,3) (75,4) (13,2) (46,5) (16,5) (67,1) (70,2) (48,5) (30,2) (24,4) (89,3) (84,4) (20,4) (71,5) (102,1)
|
||||||
|
(21,1) (105,2) (47,4) (51,5) (49,1) (26,4) (0,5) (56,1) (8,4) (31,1) (67,3) (92,1) (37,4) (58,3) (16,4) (5,5) (24,4) (77,2) (48,5) (3,4) (108,5) (66,4) (86,2) (42,1) (70,2) (55,3)
|
||||||
|
(28,2) (45,1) (49,1) (87,2) (109,4) (14,3) (32,4) (42,4) (43,2) (48,4) (61,3) (27,1) (3,4) (75,1) (2,4) (76,4) (13,3) (54,4) (67,3) (44,4) (57,4) (101,1) (34,2) (97,5) (0,1) (21,5) (30,4) (10,3) (31,4) (39,4) (100,2) (38,4) (96,1) (41,4) (93,3) (103,4) (83,2) (1,4) (92,3) (86,1) (37,4) (102,5) (74,4) (66,4) (85,5) (68,2) (73,2) (88,4) (98,5) (12,1) (60,5) (84,1) (94,3) (72,4) (53,4) (64,3) (29,2) (108,1) (55,1)
|
||||||
|
(8,3) (22,4) (85,2) (59,2) (94,5) (40,5) (96,1) (70,5) (107,4) (44,4) (4,4) (10,4) (101,2) (1,2) (65,5) (16,3) (71,4) (88,5) (95,1) (36,4) (64,1) (55,3) (37,4) (100,2) (84,4) (61,4) (102,2) (72,3) (25,3) (38,1) (97,4) (35,5) (74,3) (69,4) (14,3) (56,1) (15,4) (23,1) (54,4) (46,5) (6,4) (91,4) (31,5) (48,4) (2,5) (63,4) (105,4) (52,3) (60,4) (24,4) (78,5) (49,1) (9,5) (83,2) (79,2) (92,2) (109,4) (75,4) (67,2) (90,4) (41,5)
|
||||||
|
(7,5) (101,4) (55,2) (46,3) (59,4) (68,1) (74,1) (69,4) (31,4) (105,1) (4,5) (13,5) (0,3) (60,2) (8,1) (109,4) (30,5) (39,5) (26,2) (93,3) (49,1) (65,2) (12,2) (66,1) (23,2) (47,4) (34,4) (94,2) (6,3) (98,3) (79,2) (78,3) (2,4) (72,1) (18,3) (54,3) (45,1) (57,2) (100,3) (27,2) (87,1) (25,2) (41,1) (83,4) (11,2) (102,2) (36,4)
|
||||||
|
(71,4) (1,5) (3,4) (41,2) (38,1) (79,5) (18,2) (55,1) (75,4) (28,3) (62,4) (39,2) (101,4) (27,4) (13,4) (91,2) (15,2) (19,1) (97,4) (32,4) (77,4) (0,4) (100,5) (8,5) (4,2) (49,2) (56,2) (31,3) (63,5) (86,3) (92,2) (58,3) (30,4) (22,1) (37,1) (10,4) (66,2) (53,3) (96,3) (76,4) (12,3) (17,4) (42,5) (95,1) (51,1) (73,2) (7,3) (61,2) (94,2) (98,1) (25,2) (67,5)
|
||||||
|
(27,2) (76,5) (46,2) (91,2) (6,2) (25,1) (103,1) (24,5) (96,4) (45,4) (22,5) (8,3) (73,5) (28,5) (100,5) (72,3) (64,3) (107,3) (20,1) (93,4) (85,5) (109,2) (0,5) (4,3) (3,2) (78,1) (67,3) (57,1) (48,3) (87,5) (94,3) (83,3) (82,1) (2,1) (18,3) (9,1) (84,1) (30,2) (7,3) (90,4) (53,4) (5,5) (79,5) (11,2) (52,2) (40,2) (39,5) (33,4) (38,1) (58,1) (50,3) (44,4) (47,3) (54,3) (98,4) (108,2) (86,5)
|
||||||
|
(102,5) (29,3)
|
||||||
|
(10,4) (69,4) (25,1) (33,1) (100,2) (85,5)
|
||||||
|
(6,1) (104,2) (4,4) (31,1) (27,4) (20,4) (18,1) (80,4) (22,4) (93,5) (77,4) (39,4) (14,3) (58,3) (21,4) (57,4) (97,1) (108,3) (64,4) (71,4) (86,5) (10,1) (32,1) (87,1) (74,4) (102,2) (7,4) (79,1) (59,4) (61,2) (98,2) (9,1) (41,5) (56,4) (42,1) (44,2) (38,1) (15,3) (36,3) (81,3) (16,4) (46,4) (107,1) (11,3) (19,5) (37,3) (90,5) (0,4) (103,2)
|
||||||
|
(47,3) (88,5) (22,5) (2,2) (102,3) (57,4) (51,5) (76,1) (72,4) (108,4) (104,2) (67,3) (65,4) (20,3) (30,3) (91,4) (53,1) (41,2) (12,4) (74,4) (1,4) (10,5) (16,2) (81,4) (97,4) (38,3) (18,4) (32,4) (87,3) (52,4) (99,4) (11,2) (24,2) (93,5) (44,5) (48,5) (34,1) (95,5) (50,4) (45,1) (3,4) (28,1) (39,3) (64,1) (58,4) (56,1) (36,4) (17,5) (14,5) (33,4) (15,3) (49,1) (82,4) (62,1) (75,2) (21,5) (96,1)
|
||||||
|
(39,4) (60,1) (89,3) (90,2) (108,4) (65,4) (91,3) (61,4) (83,4) (12,4) (20,4) (53,1) (49,5) (81,3) (75,3) (107,2) (64,1) (57,1) (80,3) (41,5) (34,4) (8,1) (27,5) (106,1) (58,5) (17,4) (31,2) (94,2) (73,4) (44,3) (33,3) (35,2) (86,4) (25,4) (88,4) (82,1) (71,4) (29,3) (59,3) (46,2) (47,4) (92,1) (98,2) (16,4) (52,4) (56,3) (40,1) (43,5) (15,4) (67,1) (22,2) (95,5) (100,5) (6,5) (101,4) (38,5) (85,1) (55,2) (0,2) (5,3) (4,5) (18,3) (79,4)
|
||||||
|
(78,4) (102,4) (71,3) (75,5) (89,4) (7,4) (52,4) (40,2) (69,2) (68,4) (87,5) (88,1) (86,3) (1,4) (11,1) (53,2) (14,4) (18,1) (9,2) (73,1) (50,3) (70,3) (37,3) (35,4) (6,4) (60,4) (31,4)
|
||||||
|
(12,2) (73,2) (1,5) (76,5) (28,1) (64,5) (53,3) (26,3) (92,4) (42,2) (101,4) (48,4) (5,5) (108,1) (3,4) (102,1) (39,5) (11,5) (21,4) (82,1) (31,3) (19,5) (43,4) (9,1) (62,5) (104,2) (25,1) (23,5) (68,5) (66,5) (50,3) (36,4) (97,3) (79,4) (35,5) (29,3) (40,5) (14,2) (106,2)
|
||||||
|
(41,4) (33,4) (75,4) (78,5) (106,4) (76,4) (94,4) (30,3) (87,4) (55,5) (18,5) (107,5) (86,1) (39,4) (68,3) (23,3) (42,5) (62,3) (74,1) (83,4) (25,4) (98,1) (4,2) (101,4) (10,5) (50,3) (96,5) (0,4) (89,1) (52,3) (97,3) (46,4) (12,4) (22,4) (27,3) (26,4) (45,3) (7,3) (38,3) (17,1) (54,2) (108,2) (79,2) (66,4) (11,4) (8,2) (21,5) (47,4) (36,4) (92,3) (19,3) (40,1) (67,5) (65,2) (37,4) (28,4) (82,1) (105,4) (99,5) (9,1)
|
||||||
|
(64,1) (79,4) (93,5) (103,4) (42,4) (8,1) (67,4) (63,4) (97,5) (58,5) (34,1) (86,4) (80,4) (48,4) (12,2) (9,1) (32,2) (69,4) (85,5) (4,4) (102,4) (92,4) (21,4) (89,2) (5,5) (70,1) (20,5) (22,3) (99,5) (56,5) (61,3) (68,3) (76,4) (108,3) (23,1) (40,1) (46,4) (25,4) (83,2) (38,4) (24,3) (39,1) (41,2) (62,5) (59,1) (6,5) (16,2) (0,2)
|
||||||
|
(71,2) (68,4) (109,1) (56,1) (85,4) (91,2) (99,3) (50,2) (74,4) (78,2) (17,2) (70,4) (73,3) (42,1) (5,3) (48,3) (27,2) (41,4) (15,2) (39,4) (63,4) (29,1) (30,4) (87,5) (79,5) (9,5) (49,3) (1,4) (105,4) (37,4) (64,5)
|
||||||
|
(67,1) (9,5) (22,5) (25,5) (52,5) (86,2) (61,4) (2,5) (85,4) (62,1)
|
||||||
|
(25,5) (103,4) (109,4)
|
||||||
|
(68,3) (35,5) (52,2) (30,4) (47,3) (21,4) (86,5) (65,4) (89,3) (77,4) (7,4) (11,5) (108,4) (28,2) (44,4) (95,5) (54,5) (36,2) (31,1) (5,4) (51,2) (0,5) (84,5) (90,2) (8,5) (53,1) (85,3) (102,5) (19,1) (98,2) (40,4) (48,1) (43,1) (106,4) (41,4) (57,5) (62,4) (24,5) (67,4) (99,5)
|
||||||
|
(48,1) (14,4) (68,3) (10,5) (1,4) (106,1) (2,4) (63,3) (53,4) (8,2) (81,5) (64,4) (24,4) (93,4) (90,4) (104,4) (77,5) (26,5) (9,2) (45,4) (22,2) (67,5) (47,3) (60,3) (35,5) (73,3) (69,4) (89,3) (88,2) (102,5) (79,2) (20,3) (21,3) (16,1) (56,4) (40,4) (36,4) (76,3) (94,2) (28,5) (92,3) (59,4) (72,1) (65,4) (62,1) (17,4) (46,5) (18,2) (58,3) (50,3) (4,3) (97,5) (101,1) (39,5) (108,5) (109,1) (86,5) (0,5) (42,5) (74,3) (51,4)
|
||||||
|
(46,1) (37,5) (71,2) (72,3) (24,1) (70,5) (53,5) (42,1) (87,1) (98,2) (84,2) (75,2) (59,3) (13,4) (56,4) (36,5) (1,4) (21,4) (2,4) (20,1) (67,2) (12,1) (38,1) (81,1) (28,4) (44,1) (35,4) (25,1) (48,4) (91,2) (10,4) (9,1) (55,5) (96,2) (22,5) (31,4) (108,4) (16,3) (57,1) (34,3) (50,4) (7,5) (43,4) (80,1) (19,4) (60,1) (88,2) (5,4) (3,2) (76,2) (97,4) (93,4) (90,4) (99,4) (47,4) (69,1) (82,4) (94,1) (29,5) (106,4) (23,3) (64,1) (6,1) (74,4) (104,4) (30,2) (11,3)
|
||||||
|
(89,5) (7,4) (24,5) (101,4) (96,5) (13,3) (22,4) (88,2) (42,5) (82,3) (14,4) (64,1) (109,2) (65,4) (69,3) (99,5) (104,1) (28,1) (83,4) (67,4) (48,4) (78,4) (55,2) (2,1) (102,1) (63,5) (71,4) (95,4) (87,5) (33,2) (49,5) (27,4) (4,3) (57,4) (26,3) (36,2) (92,4) (35,3) (30,3) (56,4) (97,4) (23,4) (34,1) (40,4) (25,4) (108,4) (46,4)
|
||||||
|
(40,2) (78,5) (105,3) (77,4) (38,1) (60,3) (16,2) (7,2)
|
||||||
|
(86,3) (17,4) (62,4) (82,5) (59,4) (42,3) (31,4) (21,2) (109,4) (1,4) (98,4) (99,2) (107,4) (12,4) (67,3) (88,5) (69,1) (100,4) (57,2) (85,5) (29,5) (102,3) (91,4) (7,5) (72,4) (39,4) (84,1) (66,4) (103,3) (20,1) (77,3) (105,1) (94,1) (43,2) (108,3) (6,3) (106,1) (61,3) (19,4) (58,4) (35,2) (33,4) (23,5) (22,4) (49,3) (45,3) (5,4) (3,5) (101,2) (97,3) (46,3) (41,4) (47,1) (51,5) (30,1) (76,4) (34,1) (48,4)
|
||||||
|
(108,5) (59,4) (33,5) (70,5) (89,4) (9,2) (51,5) (71,5) (95,3) (85,4) (4,3) (38,5) (67,3) (101,5) (40,1) (23,3) (57,2) (2,4) (105,4) (109,5) (69,2)
|
||||||
|
(16,4) (83,4) (68,3) (48,4) (66,4) (51,5) (104,4) (71,3) (55,5) (109,5) (35,3) (32,4) (13,3) (27,5) (21,1) (67,3) (75,5) (108,1) (9,4) (34,2) (85,1) (103,1) (94,5) (69,4) (17,5) (2,5) (70,4) (44,1) (93,4) (7,3) (78,2) (22,1) (91,2) (96,3) (39,5) (33,4) (20,5) (47,2) (49,4) (98,4) (57,3) (14,3) (24,5) (65,3) (19,3) (74,3) (89,5) (105,4) (8,3) (45,2) (31,2) (80,2) (6,1) (28,2) (101,5) (52,2) (41,4) (72,4) (81,2) (15,1) (64,1) (12,4) (92,3) (102,2) (30,4) (58,4) (10,5) (56,2)
|
||||||
|
(82,3) (65,3) (66,4) (41,4) (85,2) (84,4) (100,1) (46,1) (102,1) (77,3) (75,3) (69,4) (53,3) (64,3) (74,1) (106,4) (44,5) (3,1) (21,3) (86,5) (12,4) (108,2) (1,4) (60,5) (51,2) (20,1) (23,2) (90,1) (36,4) (55,5) (8,4) (96,3) (104,5) (29,4) (62,3) (88,2) (101,4) (79,5) (38,4) (76,5) (27,4) (68,5) (50,1) (22,5) (34,2) (73,2) (26,2) (109,3) (28,5) (56,1) (0,4)
|
||||||
|
(5,5) (76,3) (58,3) (90,5) (51,2) (19,3) (7,1) (107,4) (23,4) (86,2) (27,2) (47,4) (4,1) (96,3) (46,4) (42,4) (32,4) (98,3) (54,2) (60,4) (79,5) (29,3) (85,5) (39,3) (53,2) (93,1) (74,2) (36,3) (10,5) (97,5) (95,4) (40,2) (45,5)
|
||||||
|
(57,1) (87,5) (108,3) (102,5) (35,5) (68,3) (17,5) (61,5) (16,2) (67,4) (45,4) (62,5) (92,5) (78,3) (14,3)
|
||||||
|
(82,1) (37,2) (29,3) (10,3) (105,1) (19,4) (71,1) (13,3) (83,1) (65,3) (79,1) (32,4) (74,4) (72,2) (86,3) (60,3) (103,4) (98,3) (22,5) (17,3) (30,5) (81,5) (8,5) (40,4) (5,4) (44,2) (95,1) (96,1) (70,2) (88,5) (76,1) (87,2) (42,3) (4,2) (94,3) (34,2) (26,4) (56,3) (54,3) (64,1) (35,2) (92,5) (3,5) (25,2) (99,5) (27,4) (47,4) (100,4) (101,1) (108,5) (52,2) (48,2) (20,4) (75,2) (33,4) (9,1) (91,2) (73,1) (67,3) (80,4)
|
||||||
|
(21,3) (14,1) (80,4) (38,3) (108,1) (4,4) (65,2) (24,4) (102,4) (47,3) (27,1) (99,3) (37,3) (30,3) (97,1) (103,4) (78,5) (48,4) (86,4) (19,1) (31,4) (83,4) (100,2) (15,2) (92,4) (16,3) (87,1) (34,2) (0,1) (42,5) (90,2) (17,5) (49,1) (57,2) (95,5) (26,3) (64,4) (62,4) (29,1)
|
||||||
|
(87,3) (11,4) (32,1) (73,1) (50,3) (43,4) (99,4) (68,2) (84,1) (93,1) (98,4) (82,4) (108,1) (63,2) (2,5) (94,4) (80,4) (72,3) (25,4)
|
||||||
|
(36,5) (99,1) (84,4) (52,3) (107,1) (28,1) (3,2) (79,4) (85,5) (5,4) (34,2) (1,5) (0,3) (55,1) (9,4) (96,4) (81,1) (48,5) (97,5) (62,4) (2,3) (49,5) (80,5) (67,5) (11,2) (51,4) (13,2) (82,2) (100,2) (18,4) (25,5) (57,5) (73,4) (77,5) (87,2) (98,4) (76,1) (71,3)
|
||||||
|
(78,2) (102,1) (14,2) (48,5) (19,4) (26,5) (103,5) (66,4) (98,4) (107,1) (45,4) (106,1) (36,1) (42,5) (53,5) (105,1) (63,5) (7,2) (32,5) (51,5) (11,4) (93,4) (18,1) (40,2) (6,3) (34,2) (9,4) (101,3) (16,3) (22,4) (39,2) (47,3) (4,4) (13,3) (25,1) (49,4) (69,4) (50,5) (65,4) (91,4) (73,4) (64,3) (41,4) (8,4) (59,1) (95,4) (29,2) (96,3) (24,4) (82,5) (88,4)
|
||||||
|
(9,2)
|
||||||
|
(3,3) (7,4) (76,2) (79,4) (91,2) (36,5) (85,3) (12,1) (66,3) (57,4) (71,3) (103,5) (43,4) (31,4) (84,4) (74,2) (30,1) (88,5) (51,4) (58,4) (34,5) (41,4) (1,3) (0,5) (69,5) (59,1) (28,4) (89,2) (105,1) (108,2) (10,5) (48,1) (50,4) (16,5) (26,4) (96,4) (55,5) (86,4) (17,5) (38,1) (77,4) (18,5) (29,4) (83,1) (14,3) (6,3) (82,5) (95,1) (67,3) (24,3) (94,4) (44,5) (32,5) (62,2) (15,4) (21,3) (92,4) (9,1) (99,4) (72,1) (2,4) (47,1)
|
||||||
|
(53,1) (13,3) (95,1) (50,4) (80,2) (57,2) (93,4) (62,1) (33,1) (41,4) (61,2) (108,4) (100,1) (101,4) (21,4) (43,5) (18,2) (38,3) (39,2) (56,5) (76,4) (35,4) (102,5) (30,5) (4,4) (85,5) (25,5) (97,4) (65,2) (47,3) (22,1) (67,4) (86,3)
|
||||||
|
(15,5) (104,4) (107,2) (53,1) (32,3) (67,3) (60,5) (86,5) (12,1) (85,3) (56,4) (63,5) (51,4) (8,3) (19,2) (61,4) (40,5) (99,4) (87,1) (50,1) (29,3) (54,4) (96,1) (102,2) (21,3) (3,4) (108,3) (91,4) (18,4) (11,4) (97,1) (90,1) (33,4) (42,4) (22,1) (58,3) (109,1) (44,5) (88,2) (106,5) (14,3) (68,5) (23,4) (4,4) (52,5) (9,2)
|
||||||
|
(21,3) (80,2) (71,2) (12,4) (90,2) (51,4) (57,5) (91,3) (99,2) (29,2) (73,1) (83,2) (93,4) (84,3) (5,5) (9,4) (44,4) (100,4) (45,4) (101,3) (88,4) (60,3) (24,1) (103,5) (66,5) (49,4) (62,3) (16,4) (53,5) (41,4) (75,4) (104,5) (85,5) (43,5) (23,5) (15,4) (48,2) (34,4) (35,4) (38,2) (98,4) (95,5) (37,4) (67,2) (63,5) (18,2) (96,3) (76,5) (0,3) (42,2) (28,4) (108,1) (109,1) (97,5) (72,5) (17,2) (8,4) (33,3) (36,4) (7,2) (78,2) (32,1) (4,3) (52,4)
|
||||||
|
(15,4) (67,4) (71,4) (31,3) (94,5) (105,4) (12,4) (92,4) (20,4) (43,5) (46,4) (100,1) (25,5) (82,1) (102,4) (106,5) (63,2) (108,5) (29,2) (36,1) (74,2) (79,2) (4,5) (95,2) (61,3) (80,4) (27,4) (26,4) (19,3) (103,5) (98,1) (78,5) (90,4) (96,2) (60,5) (55,1) (69,2) (93,2) (57,3) (11,2) (99,5) (1,5) (49,1) (17,5) (88,4) (75,4) (2,4) (59,5) (85,4) (87,2) (64,1) (107,4) (35,4) (42,4) (44,2) (6,1) (3,5) (0,5) (45,5) (91,4) (66,5) (101,4) (52,5) (81,4) (33,1) (76,2) (32,2)
|
||||||
|
(65,5) (26,4) (59,3) (39,2)
|
||||||
|
(89,4) (100,3) (49,4) (11,4) (26,4) (58,5) (38,2) (90,2) (51,2) (78,3) (45,4) (66,4) (98,5) (27,5)
|
||||||
|
(52,2) (20,1) (35,1) (42,4) (23,4) (12,4) (6,5) (2,4) (56,1) (87,4) (41,2) (15,5) (3,4) (17,2) (79,1) (61,4) (4,3) (64,3) (33,4) (92,5) (86,4) (89,4) (43,4) (106,2) (70,3) (81,2) (27,5) (72,4) (76,3) (77,1) (37,5) (10,4) (47,4) (65,1) (45,4) (67,4) (19,1) (30,3) (50,1) (105,5) (18,5) (97,4) (98,4) (54,2) (16,4) (96,1) (82,3) (55,3) (66,5) (53,2) (108,4) (103,3) (5,4) (34,4)
|
||||||
|
(64,3) (25,3) (22,2) (93,2) (70,4) (71,1) (73,4) (86,3) (42,3) (83,5) (97,5) (13,3) (87,2) (95,4)
|
||||||
|
(69,4) (85,4) (25,3) (17,3) (68,2) (26,4) (47,4) (70,4) (4,4) (42,2) (60,2) (30,5) (72,2) (52,1) (53,1) (27,4) (109,1) (57,1) (35,1) (96,5) (80,4) (84,5) (32,3) (106,5) (105,5) (58,1) (77,3) (74,1) (18,2) (5,4) (86,2) (101,4) (102,5) (21,3) (38,3) (16,2) (78,1) (0,3) (43,2) (73,4) (75,5) (94,1) (22,1) (31,2) (104,1) (39,2) (99,1) (33,3) (83,3) (91,4) (49,4) (64,1) (56,5) (98,3) (12,4) (40,3) (82,1) (9,5) (100,5)
|
||||||
|
(65,5) (58,4) (62,4)
|
||||||
|
(94,1) (35,1) (3,1) (40,3) (51,4) (9,4) (21,3) (47,5) (68,4) (76,2) (16,4) (75,2) (82,4) (52,2) (43,4) (73,4) (26,4) (2,1) (24,4) (18,5) (109,2) (19,4) (20,4) (27,4) (37,1) (60,1) (92,1) (17,3) (77,5) (56,2) (30,2) (103,3) (85,2) (25,3) (104,3) (74,4) (4,2) (99,2) (91,3) (10,5) (34,2) (53,2) (46,5) (31,4)
|
||||||
|
(59,2) (107,3) (96,2) (92,4) (95,5)
|
||||||
|
(42,1) (103,4) (51,1) (77,5) (94,1) (35,4) (10,1) (75,4) (70,5) (37,5) (78,4) (74,5) (56,4) (82,4) (62,4) (69,1) (104,1) (4,3) (45,4) (79,5) (84,3) (0,4) (6,1) (52,5) (76,2) (85,2) (49,5) (21,2) (54,1) (55,2) (99,2) (47,3) (34,1)
|
||||||
|
(19,1) (73,3) (60,3) (82,3) (17,4) (29,1) (39,3) (89,4) (40,2) (6,3) (76,2) (108,4) (48,5) (0,1) (79,2) (32,4) (102,2) (33,4) (44,4) (104,4) (61,3) (91,4) (80,2) (18,4) (84,5) (88,3) (70,5) (35,4) (12,3) (11,3) (49,4) (43,1) (21,1) (24,4) (3,4) (55,5) (52,4) (31,3) (92,1)
|
||||||
|
(87,4) (65,3) (73,4) (84,2) (83,4) (12,3) (40,4) (45,4) (20,5) (34,5) (86,3) (109,4) (98,2) (63,1) (0,4) (108,1) (43,3) (44,3) (51,3) (55,3) (76,4) (48,1) (66,5) (39,1) (21,4) (101,2) (61,3) (8,3) (28,2) (11,2) (47,5) (77,2) (92,1) (88,3) (7,5) (38,4) (31,1) (19,2) (79,5) (15,1) (3,4) (27,5) (64,4) (62,1) (100,2) (70,4) (17,4) (33,1) (10,3) (89,2) (26,5) (78,2) (42,1) (90,4) (18,3) (35,3) (103,4) (46,4) (37,1) (16,3)
|
||||||
|
(63,1) (38,2) (49,4) (105,4) (57,5) (71,1) (88,3) (40,3) (8,1) (19,3) (55,3) (26,2) (107,1) (33,1) (89,2) (84,2) (35,2) (77,3) (64,5) (11,5) (68,1) (15,4) (22,4) (58,5) (1,3) (104,4) (59,4) (0,5) (103,5) (106,5) (20,1) (17,1)
|
||||||
|
(25,5) (81,5) (20,4) (74,5) (108,3) (63,5) (31,4) (87,4) (50,1) (15,4) (3,3) (98,5) (79,3) (49,1) (23,2) (47,1) (2,1) (93,5) (77,2) (38,4) (73,1) (61,3) (39,4) (40,5) (37,1) (26,1) (6,3) (95,3) (19,5) (65,1) (36,5) (18,2) (94,3) (84,1) (22,2) (97,2) (106,5) (86,5) (78,4) (56,3) (10,1) (41,4) (64,4) (101,4) (27,4) (0,4) (4,4) (88,4) (85,3) (7,3) (96,3) (103,5) (53,1) (109,4) (17,2) (58,5) (35,3) (30,4) (8,5) (57,4) (92,3) (76,4) (104,2) (68,1) (75,2)
|
||||||
|
(23,4) (50,4) (1,5) (47,4) (79,5) (26,4) (62,3) (87,4) (96,4) (84,2) (59,2) (60,5) (7,4) (42,1) (39,4) (54,2) (56,5) (58,3) (98,4) (69,4) (27,4) (101,4) (71,1) (40,5) (0,5) (82,4) (93,4) (90,4) (38,4) (64,4) (14,1) (61,2) (92,2) (43,3) (76,1) (80,3) (32,5) (10,3) (20,4) (51,1) (9,5) (5,4) (99,1) (63,3) (106,2) (78,3) (15,4)
|
||||||
|
(109,4) (57,3) (68,5) (34,5) (41,4) (73,5) (52,1) (38,3) (8,4) (13,4) (19,5) (21,1) (18,4) (78,5) (70,1) (29,3) (60,4) (28,4) (72,4) (40,1) (74,4) (97,4) (83,2) (64,2) (91,3) (35,4) (95,3) (3,4) (4,2) (48,2) (92,2) (82,1) (71,4) (100,3) (96,1) (80,4) (43,4) (9,4) (49,4) (69,5) (0,5) (54,1) (59,2) (2,4) (26,4) (101,1) (37,5) (56,1) (31,4) (32,2) (102,1) (62,4) (67,2) (85,4) (27,4) (12,4) (39,2) (76,1) (79,1) (36,4) (6,5) (66,4) (15,3) (50,4)
|
||||||
|
(82,4) (79,2) (44,3) (15,4) (40,2) (23,4) (25,5) (1,5) (38,1) (66,3) (94,1) (87,5) (31,1) (37,4) (7,1) (95,3) (100,3) (70,4) (33,3) (58,4) (93,4) (98,2) (89,1) (24,3) (54,5) (47,4) (60,3) (80,5) (4,1) (53,1) (18,5) (22,5) (35,4) (48,4) (21,3) (77,5) (0,3) (81,2) (42,4) (86,2) (78,4) (76,2) (11,4) (8,3) (105,1) (104,3) (108,3) (92,4) (59,4) (9,2) (75,2) (14,1) (83,3) (3,4) (65,2) (63,5) (32,3) (2,5) (56,2) (12,4) (103,4) (55,2) (85,1)
|
||||||
|
(71,1) (97,4) (53,3) (57,4) (100,3) (24,2) (34,1) (19,4) (18,4) (42,4) (27,4) (69,3) (77,3) (51,5) (7,3) (10,4) (56,3) (96,3) (25,4) (89,2) (13,2) (5,2) (107,4) (28,4) (33,4) (59,1) (88,4) (15,4) (78,4) (21,1) (30,5) (101,3) (35,5) (106,5) (62,4) (63,5) (41,4) (108,1) (94,3) (37,5) (79,5) (26,3) (81,5) (0,1) (87,1) (82,5) (17,5) (104,2) (49,3) (60,5) (38,4) (85,4) (39,2) (36,1) (75,4) (95,4) (43,3) (86,1) (2,2) (64,2) (14,4)
|
||||||
|
(91,3) (62,1) (11,4) (74,2) (96,2) (2,4) (109,2) (46,1) (9,1) (3,5) (82,5) (102,4) (25,3) (15,2) (1,3) (47,1) (45,4) (22,4) (39,4) (29,2) (52,3) (103,3) (51,5) (98,4) (90,4) (73,1) (92,2) (21,4) (42,5)
|
||||||
|
(105,4) (80,4) (77,1) (53,2) (87,4) (46,1) (20,2) (17,4) (70,4) (25,4)
|
||||||
|
(54,5) (24,3) (103,2) (37,5) (14,4) (18,5) (2,4) (9,5) (97,4) (102,4) (51,2) (107,4) (77,1) (36,4) (56,4) (92,4) (32,2) (101,1) (76,4) (90,2) (52,1) (1,4) (83,3) (94,4) (19,5) (88,4) (89,4) (26,3) (11,4) (30,5) (70,4) (108,2) (93,1) (68,4) (48,5) (60,2) (87,2) (65,2) (39,3) (13,3) (62,1) (10,1) (33,4) (31,3) (72,5) (104,1) (50,1) (105,4) (99,4) (46,4) (109,3) (106,3)
|
||||||
|
(76,4) (6,1) (73,4) (44,5) (91,4) (97,3) (49,4) (89,5) (17,1) (0,5) (43,2) (84,1) (81,2) (107,4) (31,5) (15,2) (20,5) (74,4) (34,1) (59,1) (40,1) (86,4) (103,2) (32,4) (4,2) (108,5) (14,3) (71,2) (60,4)
|
||||||
|
(0,4) (34,1) (103,4) (29,3) (86,1) (36,2) (95,4) (7,4) (42,2) (1,1) (46,3) (50,4) (62,2) (32,1) (93,4) (45,2) (11,2) (18,2) (40,5) (9,1) (61,2) (27,4) (5,5) (66,2) (87,5) (33,3)
|
||||||
|
(9,4) (81,5) (106,4) (62,5) (108,4) (48,3) (109,4) (32,4) (44,1) (34,3) (100,2) (104,2) (105,4) (73,4) (20,5) (70,1) (99,1) (57,4) (54,5) (4,4) (5,5) (19,4) (43,4) (80,1) (30,3) (31,4) (82,2) (101,5) (76,2) (10,4) (96,4) (91,3) (85,2) (37,4) (86,2) (23,2) (8,3) (53,3) (63,1) (18,3) (68,5) (26,1) (41,3) (29,5) (35,3) (89,1)
|
||||||
|
(109,4) (106,3) (40,4) (3,4) (10,5) (103,2) (68,4) (17,4) (22,3) (71,1) (108,2) (42,1) (6,4) (53,1) (88,4) (29,3) (2,3) (50,5) (61,5) (84,3) (43,1) (18,5) (4,2) (76,2) (32,2) (91,4) (79,4) (92,2) (59,3) (37,3) (36,5) (44,3) (107,4) (55,4) (35,5) (26,5) (9,3) (49,2) (5,4) (54,2)
|
||||||
|
(30,5) (66,1) (88,1) (86,4) (14,1) (54,4) (108,4) (38,5) (81,1) (34,4) (101,1) (27,4) (55,5) (98,4) (47,4) (106,3) (84,3) (74,5) (21,4) (45,5) (71,4)
|
||||||
|
(18,1) (58,3) (100,3) (84,2) (8,1) (87,5) (68,5) (104,2) (78,3) (50,1) (14,1) (41,3) (49,1) (90,3) (79,2) (20,3) (93,4) (1,1) (9,2) (107,4) (53,4) (71,4) (85,4) (47,3) (52,4) (25,5) (10,4) (57,5) (11,4) (109,3) (5,5) (67,2) (3,4) (43,4) (86,5) (4,1) (94,1) (51,1) (30,2) (40,4) (81,2) (60,2) (59,4) (56,5) (106,1) (45,4) (89,5) (29,1) (102,4) (72,3) (64,2) (6,2) (38,1) (36,5) (76,4) (69,5) (95,2) (55,3) (77,3) (73,4) (66,4) (35,4)
|
||||||
|
(70,5) (108,3) (36,2) (55,5) (98,5) (4,5) (31,5) (100,5) (73,5) (79,3) (68,4) (102,4) (76,2) (93,3) (66,5) (25,4) (97,1) (84,5) (34,1) (82,5) (71,2) (15,4) (86,4) (16,3) (74,5) (2,4) (30,3) (29,2)
|
||||||
|
(77,5) (46,2) (7,1) (79,2) (41,5) (58,4) (78,1) (49,3) (53,3) (76,3) (54,3) (4,4) (80,3) (63,5) (91,3) (90,4) (32,1) (19,3) (108,4) (62,3) (52,3) (14,2) (26,5) (15,4) (35,4) (20,4) (45,4) (40,3) (17,4) (57,5) (86,3) (84,1) (71,4) (11,4)
|
||||||
|
(45,3) (107,3) (60,5) (23,1) (22,1) (33,3) (64,2) (36,5) (79,3) (104,4) (62,4) (82,5) (53,2) (76,5) (86,1) (108,1) (81,1) (37,1) (84,5) (69,4) (11,1) (43,5) (30,3) (92,2) (87,3) (80,4) (49,2) (21,3) (99,3) (72,4) (89,4) (16,5) (58,4) (91,4) (54,3) (25,3) (35,3) (97,5) (109,3) (12,4) (8,1) (13,5) (88,1) (101,2) (55,5) (38,3) (103,4) (77,5) (7,5) (19,1) (100,4) (20,5) (106,5) (105,3) (42,2) (61,4) (95,1) (32,1) (28,3) (51,5) (6,4) (41,2) (1,2) (3,4) (46,4) (40,3) (85,4) (50,4) (71,1) (65,4) (52,2)
|
||||||
|
(64,5) (91,4) (12,2) (83,3) (71,2) (45,5) (6,4) (18,1) (63,4) (40,5) (26,4) (59,4) (79,1) (78,3) (21,5) (17,5) (2,5) (96,5) (99,4) (29,5) (106,4) (74,1) (31,5) (55,4) (104,4) (30,1) (86,1) (11,1) (85,5) (41,1) (13,2) (48,1) (28,3) (39,4) (38,1) (25,5) (33,4) (35,1) (107,1) (5,2) (108,1) (44,3) (76,4) (23,2) (46,3) (20,2)
|
||||||
|
(62,4) (94,5) (76,1) (44,2) (80,3) (88,1) (37,3) (23,4) (84,3) (14,5) (28,4) (90,5) (54,2) (108,3) (29,5) (5,2) (31,4) (92,5) (33,5) (87,4) (34,4) (16,3)
|
||||||
|
(15,1) (31,4) (66,1) (11,3) (82,5) (95,4) (18,1) (17,1) (77,2) (80,3) (19,4) (2,1) (9,5) (88,2) (1,5) (67,4) (72,2) (58,2) (42,5) (47,1) (13,1) (68,2) (81,4)
|
||||||
|
(49,4) (88,1) (74,5) (67,4) (102,4) (69,2) (27,2) (91,1) (23,5) (31,5) (36,3) (46,2) (98,3) (26,5) (86,4) (72,5) (82,5) (14,4) (7,4) (3,3) (10,5) (105,5) (97,4) (84,2) (41,4) (1,4) (28,1) (50,2) (61,2) (38,3) (104,5) (45,4) (65,1) (2,3) (90,4) (107,5) (55,5) (19,3)
|
||||||
|
(70,2) (39,3) (108,5) (109,5) (16,4) (84,1) (15,3) (5,5) (82,4) (88,3) (61,2) (75,4) (98,3) (104,1) (64,3) (45,4) (92,4) (3,1) (38,4) (13,1) (67,5) (19,3) (66,4) (47,3) (28,5) (86,5) (54,5) (18,2) (69,4) (62,5) (25,5) (55,2) (65,1) (72,3) (10,5) (73,4) (11,5) (71,2) (0,2) (33,4) (2,4) (6,3) (94,3) (46,1) (58,1) (63,4) (95,1) (4,1) (56,3) (22,5) (77,1) (9,5) (100,4) (31,5) (20,5) (27,5) (57,2) (50,2) (106,2) (36,2) (103,2) (91,4) (60,1) (96,3) (37,4) (107,2)
|
||||||
|
(45,1) (69,1) (47,5) (109,2) (8,3) (27,4) (40,4) (20,4) (38,4) (28,5) (17,5) (88,4) (55,3) (60,4) (21,5) (6,2) (89,3) (65,4) (59,5) (7,2) (77,1) (106,3) (22,4) (1,5) (15,1) (54,5) (41,2) (100,2) (43,2) (39,3) (2,1) (107,5) (104,4) (42,4) (99,4) (84,1) (85,4) (87,5) (37,1) (101,4) (19,4) (58,1) (24,4) (70,2) (76,5) (4,3) (57,2) (102,3) (79,3) (13,4) (9,1) (26,1) (36,5) (35,4) (74,4) (82,5) (92,3) (63,5) (97,2) (18,4) (75,4) (34,5) (98,3) (105,1) (108,4) (23,4) (33,1) (56,2) (94,4) (80,2) (14,2)
|
||||||
|
(38,4) (54,2) (101,4) (82,4) (31,5) (60,4) (0,5) (109,1) (52,4) (71,1) (56,2) (78,1) (65,4) (6,1) (58,5) (48,4) (66,4) (9,5) (94,4) (19,1) (70,4) (103,2) (29,5) (53,5) (51,1) (2,4) (5,4) (77,5) (23,5) (61,4) (69,5) (1,2) (28,4) (3,1) (39,2) (95,1) (81,3) (12,5) (46,2) (45,1) (63,3) (50,3) (59,1) (15,4) (10,3) (87,4) (55,4) (97,5) (18,1) (32,2) (76,2) (96,1) (91,4) (37,4) (67,1) (75,3) (20,2) (26,4) (83,1) (8,4) (16,4) (25,4) (57,1)
|
||||||
|
(59,3) (80,3) (13,1) (72,5) (58,3) (46,2) (53,1) (24,3) (101,3) (17,4) (5,4) (71,3) (86,3) (38,1) (39,5) (52,4) (2,4) (92,3) (54,1) (43,3) (29,3) (42,2)
|
||||||
|
(37,4) (60,4) (74,3) (66,4) (72,4) (10,2) (29,2) (95,4) (43,3) (88,3) (109,4) (59,4) (9,5) (48,5) (101,3) (28,3) (20,4) (31,3) (102,4) (49,1) (42,5) (6,4) (104,4) (55,4) (47,2) (53,3) (30,3) (100,5) (51,2) (80,4) (40,3) (89,3) (14,4) (94,1) (5,2) (62,1) (68,4) (84,2) (70,1) (85,2) (8,4) (25,1) (0,4) (39,1) (71,4) (91,4) (83,4) (36,1) (24,4) (57,5) (86,3) (34,4) (1,1) (61,1) (87,4) (16,4) (73,2) (58,4) (81,5) (77,1) (33,1) (98,5) (41,1) (90,1) (96,2) (35,3) (106,4) (54,4) (97,1) (13,5)
|
||||||
|
(39,3) (84,1) (76,5) (51,1) (93,3) (67,4) (5,3) (88,1) (99,4) (65,5) (21,1) (87,4) (18,4) (42,2) (34,5) (92,1)
|
||||||
|
(32,4) (23,5) (44,2) (42,2) (75,2) (27,2) (2,2) (59,2) (93,1) (4,1) (31,4) (17,1) (60,3) (18,4) (12,4) (54,2) (26,1) (52,1) (109,3) (29,5) (77,1) (79,2) (14,5) (24,4) (19,4) (78,5) (3,5) (64,1) (21,5) (55,2) (81,3) (6,5) (82,3) (70,3) (58,4) (99,1) (62,1) (41,1) (49,3) (45,4) (28,4) (83,2) (108,5) (106,2) (30,1) (35,5) (46,4) (72,5) (8,3) (100,5) (84,2) (76,3) (25,2) (69,4) (80,4) (36,3) (39,4) (67,4) (74,4) (102,4)
|
||||||
|
(59,5) (91,3) (40,4) (87,2) (88,4) (99,5) (83,4) (17,2) (54,3) (19,5) (14,1) (94,2) (71,4) (49,2) (61,3) (10,1) (0,1) (73,2) (101,4) (50,3) (81,2) (97,4) (78,1) (29,1)
|
||||||
|
(26,1) (38,5) (58,5) (43,4) (36,5) (46,3) (25,3) (54,1) (103,5) (79,1) (64,1) (1,1) (24,3) (11,4) (51,1) (2,4) (27,1) (83,5) (41,4) (3,4) (65,2) (12,4) (108,4) (8,4) (10,4) (92,4) (99,2) (106,1) (97,1) (56,4) (17,1) (44,5) (96,4) (57,3) (70,5) (74,3) (53,5) (82,3) (107,3) (100,5) (6,2) (69,5) (94,3) (80,4) (21,1) (42,4) (20,2) (75,1) (18,1) (73,3) (93,2) (72,4) (109,5) (4,3) (19,4) (86,4) (60,4) (71,5)
|
||||||
|
(46,1) (83,4) (97,2) (2,3) (42,4) (84,5) (24,2) (55,3) (74,4) (39,2) (70,3) (49,4) (77,4) (108,4) (48,4) (34,1) (72,5) (47,4) (52,2) (104,4) (68,4) (81,1) (88,5) (6,2) (43,4) (23,3) (10,4) (69,3) (1,1) (64,4) (21,3) (0,5)
|
||||||
|
(76,1) (63,2) (80,5) (1,5) (4,5) (42,4) (94,4)
|
||||||
|
(9,5) (8,3) (92,2) (30,2) (72,4) (7,1) (53,5) (81,2) (27,4) (15,4) (1,2) (47,2) (34,5) (44,3) (56,5) (4,2) (77,4) (32,2) (65,1) (75,2) (3,1) (23,2) (69,4) (93,4) (64,4) (35,1) (105,3) (99,5) (29,4) (11,1) (16,1) (88,4) (85,4) (86,5) (5,1) (103,4) (42,4) (106,1) (12,3) (94,1) (89,3) (67,3) (10,3) (107,4) (104,3) (13,2) (22,2) (59,5)
|
||||||
|
(84,5) (17,5) (6,1) (69,2) (41,5) (81,4) (30,2) (65,1) (91,1) (16,5) (1,5) (78,5) (49,2) (105,2) (108,5) (15,4) (18,3) (96,4) (51,1) (85,4) (5,4) (56,2) (102,4) (21,5) (31,5) (24,5) (32,2) (59,1) (97,2) (25,3) (11,4) (80,3) (12,1) (62,3) (20,4) (79,5) (37,5) (13,2)
|
||||||
|
(69,2) (91,3) (14,4) (93,3) (25,4) (21,3) (38,5) (6,4) (87,3) (54,4) (31,1) (95,3) (64,4) (78,5) (28,3) (20,1) (8,2) (98,3) (13,3) (108,3) (109,4) (39,4) (23,2) (32,1) (52,4) (37,4) (103,2) (0,2) (80,3) (19,1) (53,1) (72,3) (36,4) (82,3) (101,2) (65,3) (57,3) (92,5) (56,5) (84,4) (104,4) (90,5) (94,4) (5,3) (75,5) (79,2) (61,4) (77,2) (107,4) (44,1) (66,3) (55,4) (76,3)
|
||||||
|
(18,1) (50,4) (99,3) (6,5) (56,2) (41,4) (87,2) (68,5) (11,3) (94,5) (24,3) (72,5) (55,4) (31,1) (59,4) (29,4) (33,3) (22,5) (80,2) (14,5) (102,1) (23,4) (105,1) (83,4) (7,3) (1,2) (73,4) (0,4) (28,2) (71,5) (52,3) (36,5) (35,2) (76,1)
|
||||||
|
(52,4) (67,4) (96,1) (103,5) (47,3) (17,4) (35,5) (1,4) (93,3) (100,3) (53,3) (94,5) (64,3) (87,4) (16,4) (56,4) (41,1) (66,5) (59,1) (27,1) (25,2) (43,3) (9,4) (7,4) (73,1) (57,4) (5,1) (80,2) (24,5) (106,1) (101,2) (97,5) (45,1) (18,2) (30,5) (69,5) (71,1) (12,4) (21,4) (20,4) (29,1) (84,4) (83,1) (49,2) (38,3) (19,5) (88,3)
|
||||||
|
(107,2) (18,5) (42,3) (51,1) (81,5) (39,2) (88,4) (56,1) (87,1) (25,5) (60,5) (28,4) (68,2) (62,2) (57,1) (71,5) (89,4) (36,5) (78,2) (41,2) (86,4) (31,1) (48,5) (94,4) (54,4) (105,3) (53,2) (73,5) (29,4)
|
||||||
|
(85,4) (33,2) (106,2) (83,1) (77,4) (103,4) (35,4) (99,4) (53,1) (41,2) (58,5) (3,1) (81,3) (12,5) (104,4) (107,4) (26,1) (47,4) (73,5) (10,4) (65,3) (8,4) (91,2) (13,5) (55,1) (31,4) (60,2) (89,4) (39,4) (94,5) (67,3) (19,2) (27,4) (4,3) (75,3) (56,4) (70,2) (109,1) (5,4) (51,4)
|
||||||
|
(86,5) (32,5) (25,4) (5,5) (68,5) (28,3) (61,4) (19,5) (95,5) (85,1) (48,5) (84,3) (80,1) (66,1) (90,4) (108,3) (30,2) (20,4) (89,2) (3,3) (1,1) (98,4) (27,4) (42,5) (2,4) (11,1) (70,3) (41,3) (26,4) (18,4) (62,3) (54,4) (33,1) (57,3) (102,3) (49,5) (47,4) (75,3) (6,3) (97,2) (63,2) (31,3) (21,1) (16,1) (10,4) (81,2) (104,1) (105,4) (83,3) (52,1) (38,4) (12,4)
|
||||||
|
|
||||||
|
(36,4) (2,5) (30,3) (71,4) (80,5) (12,1) (46,4) (0,2) (76,5) (83,5) (86,4) (84,3) (95,1) (106,1) (108,1) (62,1) (48,4) (53,2) (104,1) (98,3) (20,4) (50,2) (102,3) (34,4) (54,2) (47,3) (45,3) (96,3) (92,4) (90,1) (4,4) (57,2) (9,5) (14,4) (17,4) (64,5) (6,4) (75,5) (35,3) (107,1) (59,5) (63,5) (51,3) (60,2) (5,5) (78,2) (1,5) (21,5) (27,2) (97,1) (66,4) (61,4) (10,3) (8,5) (70,2)
|
||||||
|
(85,3) (20,4) (8,5) (84,3) (28,2) (65,2) (92,3) (43,4) (52,3) (53,2) (0,2) (47,5) (81,2) (89,3) (45,3) (17,2) (5,5) (88,4) (79,4) (97,4) (63,2) (64,1) (70,1) (12,4)
|
||||||
|
(98,1) (65,1) (10,5) (22,4) (36,3) (27,1) (14,4) (52,5) (30,1) (25,3) (35,3) (4,5) (7,5) (108,4) (96,4) (70,4) (49,4) (62,2) (53,4) (107,2) (15,5) (79,4) (18,4) (64,3) (34,4) (8,4) (69,3) (99,5) (55,4) (33,2) (78,4) (90,5) (91,3) (105,4)
|
||||||
|
(26,3) (83,2) (3,2) (99,3) (9,5) (15,4) (91,5) (78,4) (19,4) (70,4) (82,4) (76,1) (35,4) (40,3) (75,1) (57,3) (90,4) (4,3) (74,5) (88,4) (33,4) (47,4) (109,4) (10,1) (66,1) (101,4) (62,5) (24,5)
|
||||||
|
(94,3) (105,4) (30,1) (63,1) (93,2) (81,4) (27,2) (77,4) (51,5) (86,5) (69,5) (23,5) (84,4) (62,5) (97,5) (46,4) (67,4) (21,4) (74,4) (18,3) (98,4)
|
||||||
|
(27,1) (28,1) (50,2) (108,1) (75,5) (64,3) (53,1) (12,1) (101,2) (39,3) (36,1) (80,5) (52,4) (14,1) (25,2) (21,3) (8,2) (37,5) (30,4) (46,4) (83,1) (68,5) (43,1) (82,3) (91,2) (60,4) (22,4) (35,4) (41,4) (73,3) (48,1) (78,4) (99,1) (102,5) (105,5) (63,4) (31,1) (76,4) (5,2) (69,5) (42,3) (15,1) (89,4) (57,3) (62,4) (79,4) (109,2) (88,4)
|
||||||
|
(22,4) (23,2) (29,1) (3,4) (74,4) (107,2) (82,4) (45,5) (14,4) (85,1) (38,1) (37,3) (43,4) (75,3) (53,2) (77,3) (64,3) (70,3) (63,4) (93,1) (72,4) (8,2) (79,3) (12,1) (10,4) (87,2) (48,4) (52,4) (68,1) (4,5) (17,1) (92,3) (65,5) (26,3) (2,1) (76,4) (24,4) (46,2) (27,5) (86,3) (0,4) (28,3) (98,4) (42,4) (102,5) (56,5) (58,5) (96,5) (13,4) (94,5) (71,4) (61,4) (30,4) (104,4) (9,4) (60,4) (81,1) (67,4) (31,5) (99,2) (20,3) (73,3)
|
||||||
|
(102,5) (48,4) (1,2) (12,4) (94,2) (88,5) (4,2) (5,3) (35,3) (59,4) (108,1) (0,4) (96,4) (15,5) (8,1) (74,1) (18,4) (36,1) (54,2) (38,4) (28,5) (75,2) (92,5) (107,3) (103,3) (63,5) (106,2) (61,3) (6,3) (66,1) (16,5) (85,1) (22,5) (83,3) (91,4) (90,5) (52,1) (27,5) (20,1) (32,3) (93,2) (30,2) (78,3) (89,1) (95,4) (21,1) (53,4)
|
||||||
|
(101,5) (68,4) (52,5) (31,3) (71,5) (65,3) (11,4) (3,2) (44,2) (67,5) (59,3) (95,4) (47,2) (42,5) (1,5) (55,4) (63,3) (54,1) (33,2) (19,4) (50,4) (7,3) (53,4) (10,2) (2,4) (61,4) (60,5) (17,4) (72,1) (98,4) (51,1) (35,2) (36,1) (97,1) (103,4) (107,5) (22,3)
|
||||||
|
(13,2)
|
||||||
|
(64,2) (101,2) (68,2) (4,4) (27,1) (82,1) (70,5) (16,5) (6,5) (8,2) (33,5) (12,2) (104,4) (69,1) (86,4) (106,5) (95,2) (105,4) (52,5) (54,4) (66,4) (99,4) (2,5) (19,1) (103,4) (43,5) (44,5) (94,4) (30,1) (17,4) (60,1) (36,2) (13,3) (5,3) (93,3) (26,1) (32,4) (38,2) (31,1) (61,4) (57,1) (49,4) (15,3) (85,4) (77,1) (14,5) (63,4) (89,1) (59,4) (3,3) (76,5) (97,1) (45,5) (9,4) (55,5) (1,5) (62,4) (92,3)
|
||||||
|
(79,4) (74,4) (35,4) (17,2) (58,1) (86,5) (32,3) (91,2) (30,1) (19,4) (47,1) (44,5) (73,4) (83,2) (1,4) (34,4) (0,1) (65,4) (100,4) (55,4) (92,1) (57,5) (16,4) (24,2) (3,3) (11,2) (33,4) (80,5) (82,4) (84,1) (43,2) (21,5)
|
||||||
|
(31,3) (44,5) (109,3) (61,4) (104,4) (71,4) (63,3) (100,4) (92,2) (24,4) (83,4) (32,1) (38,3) (73,5) (57,1) (102,4) (49,3) (48,3) (4,1) (65,3) (97,2) (82,2) (37,4) (1,5) (25,3) (79,5) (46,5) (66,4) (60,4) (42,3) (21,3) (17,4) (67,3) (34,3) (55,1) (88,1) (41,4) (45,2) (11,2) (59,1) (69,4) (62,4) (7,5) (20,3) (77,5) (58,4) (105,2) (10,4) (94,4) (0,1) (68,1) (30,5) (39,5) (33,4) (40,2) (27,2) (8,5) (22,3) (54,1) (75,4) (51,5) (91,5) (80,3) (2,1) (64,5) (81,5) (78,1) (106,2) (15,5) (29,4)
|
||||||
|
(78,4) (22,4) (75,4) (6,4) (32,5) (25,5) (73,4) (5,5) (17,4) (21,4) (97,3) (44,5) (72,1) (9,4) (11,1) (53,4) (43,1) (77,2) (94,2) (18,4) (80,5) (66,4) (8,5)
|
||||||
|
(17,5) (12,1) (90,3) (67,3) (44,2) (84,1) (78,3) (65,1) (34,5) (11,1) (31,3) (83,3) (72,2) (8,3) (69,4) (18,5) (108,1) (68,2) (101,1) (14,2) (51,4) (71,4) (35,5) (109,3) (45,3) (43,4) (3,2) (32,3) (54,4) (74,5) (27,5) (95,4) (86,4) (13,1) (28,3) (49,2) (102,2) (104,5) (79,4) (89,4) (56,4) (76,4) (81,4) (107,3) (106,5)
|
||||||
|
(60,4) (8,5) (38,2) (58,5) (6,5) (102,2) (21,3) (47,1) (23,5) (57,4) (74,2) (97,3) (66,5) (65,2) (2,5) (90,3) (93,2) (77,1) (101,1) (64,2) (96,3) (103,4) (105,4) (67,3) (106,3) (98,3) (59,4) (7,1) (83,4) (32,4) (49,5) (107,4) (53,4) (29,4) (18,4) (82,4) (0,3) (12,4) (76,2) (24,1) (35,4) (48,2) (4,5) (95,5) (34,3) (56,2) (44,4) (19,3)
|
||||||
|
(19,5) (47,2) (36,2) (91,4) (49,2) (41,3) (29,4) (68,3) (108,1) (103,2) (97,3) (16,1) (7,2) (12,2) (14,2) (46,5) (94,5) (20,4) (109,3) (23,4) (35,1) (63,2) (3,2) (54,2) (105,2) (69,2) (34,3) (89,4) (50,1) (15,1) (93,2) (85,4) (80,5) (73,3) (44,5) (90,3) (25,4) (79,4) (22,4) (88,2) (42,5) (83,1) (99,5) (24,2) (13,4) (37,2) (84,4) (81,1) (104,4) (62,3) (101,4) (9,2) (53,4) (86,5) (18,4) (65,3) (6,5)
|
||||||
|
(17,4) (54,3) (88,1) (102,5) (0,2) (3,3) (96,4) (16,2) (75,1) (101,5) (9,1) (74,4) (78,4) (63,5) (55,5) (11,5) (81,4) (15,3) (7,1) (20,3) (34,4) (19,1) (97,3) (45,3) (61,4) (87,2) (79,2) (60,2) (69,5) (64,4) (14,4) (40,4) (43,4) (31,4) (51,5) (27,4) (92,4) (42,2) (28,1) (47,4) (25,3) (67,2) (62,2) (57,1) (59,4) (8,5) (99,4) (18,3) (80,3) (72,4) (12,5) (73,3) (30,4) (104,4)
|
||||||
|
(23,4) (16,4) (26,5) (85,1) (14,5) (64,2) (48,2) (99,5) (6,3) (31,4) (66,4) (63,3) (5,2) (43,3) (11,2) (34,4) (12,2) (33,2) (98,1) (104,3) (46,5) (58,1) (106,4) (88,1) (7,4) (108,4) (107,4) (8,4) (17,3) (101,2) (55,4) (0,4) (38,3) (79,1) (97,5) (69,5) (91,2) (54,5) (80,4) (81,4) (40,5) (30,5) (52,4) (95,1) (65,1) (102,5) (45,4) (87,2) (39,1) (50,1) (94,3) (2,4) (47,2) (77,5) (13,3) (84,3) (10,3) (18,4) (72,4)
|
||||||
|
(16,1) (91,3) (59,2) (81,1) (60,3) (82,4) (47,4) (36,5) (58,5) (94,4) (41,2) (15,5) (61,3) (45,2) (6,1) (72,5) (85,5) (8,2) (17,4) (83,3) (4,4) (56,5) (2,2) (73,5) (29,4) (90,1) (21,2) (27,3) (19,2) (104,1) (11,2) (40,4) (31,2) (25,4) (74,4) (64,3) (51,5) (67,1) (32,4) (33,4) (3,3) (0,5) (102,2) (38,4) (24,2) (95,2) (26,3) (68,4) (75,4) (13,5) (86,5) (30,3) (89,3) (39,5) (23,2)
|
||||||
|
(64,4) (51,5) (32,3) (23,2) (81,4) (21,3) (19,2) (36,4) (99,3) (86,4) (24,4) (28,3) (33,5) (91,3)
|
||||||
|
(106,4) (3,2) (53,3) (67,5) (46,1) (11,4) (107,2) (21,4) (104,4) (28,4) (71,4) (14,4) (35,4) (96,3) (49,3) (51,4) (9,3) (76,2) (52,4) (64,4) (88,2) (18,5) (10,3) (50,3) (63,3) (68,5) (16,4) (29,5) (90,5) (100,2) (26,4) (70,4) (42,3) (38,4) (56,4) (83,4) (79,2) (17,5) (81,3) (98,4) (1,1) (72,4) (5,1) (89,2) (69,1) (4,2) (6,3) (32,3) (78,5) (2,3) (33,2) (27,3) (87,1)
|
||||||
|
(37,4) (80,4) (20,5) (35,1) (19,5) (62,4) (3,4) (27,1) (39,4) (30,5) (4,4)
|
||||||
|
(13,4) (85,2) (76,3) (36,1) (74,2) (7,3) (53,4) (59,5) (98,5) (4,1) (29,4) (22,4) (37,4) (73,4) (95,4) (94,4) (88,4) (70,2) (83,3) (67,2) (1,4) (48,2) (68,2) (15,2) (38,3) (25,4) (6,4) (20,1) (32,1) (58,1) (72,5) (34,5) (14,3) (104,5) (33,5) (11,1) (91,4) (106,1) (17,4) (84,4) (69,5) (39,2) (55,3) (27,3) (21,3) (97,2) (77,3) (66,1) (41,3) (99,4) (93,4) (78,2) (80,5) (5,3)
|
||||||
|
(75,4) (33,4) (30,5) (46,1) (18,4) (55,4) (84,3) (87,4) (104,1) (19,3) (5,1) (97,5) (12,5) (17,4) (52,3) (100,2) (88,2) (107,4) (99,3) (73,2) (109,5) (60,4) (28,1) (16,5) (45,2) (50,4) (47,4) (7,5) (89,4) (37,3) (27,4) (93,4) (40,2) (81,1) (101,4) (92,3) (31,2) (94,5) (95,4) (66,4) (6,1) (67,4) (71,4) (49,4) (86,4) (14,1) (74,4) (15,5) (32,4) (21,4) (23,2) (10,5)
|
||||||
|
(109,3) (44,3) (15,3) (106,3) (20,3) (99,1) (94,4) (68,5) (29,5) (103,1) (54,4) (35,4) (80,3) (34,1) (3,1) (104,4) (48,3) (22,3) (50,2) (67,5) (16,4) (90,5) (23,2) (6,5) (28,3) (32,4) (40,3) (69,5) (102,4) (19,5) (30,3) (10,4) (105,5) (76,1) (73,4) (72,4) (59,4) (43,4) (53,4) (0,4) (24,1) (95,4) (14,4) (78,2) (33,2) (36,5) (65,3) (2,4) (55,3) (8,3) (64,3) (82,3) (60,4) (58,4) (12,1) (66,5) (56,2) (42,4) (11,5) (88,5) (83,4) (74,1) (75,4) (101,5) (86,2) (98,3) (84,2) (89,2) (17,2)
|
||||||
|
(76,3) (61,4) (86,4) (37,3) (69,4) (33,4) (47,2) (23,1) (74,2) (10,1) (16,4) (70,5) (62,4) (66,1) (88,2) (75,4) (94,1) (71,4) (27,5) (87,2) (11,1) (8,5) (59,5) (4,4) (20,3) (67,2) (42,3) (44,2) (45,5) (92,3) (17,1) (103,2) (78,3) (107,4) (38,1) (46,5) (99,1) (95,4) (91,4) (90,4) (31,4) (1,4) (25,1) (73,4) (52,1) (29,3)
|
||||||
|
(26,4) (53,4) (100,2) (107,5) (64,1) (106,4) (17,3) (1,3) (80,2) (21,4) (5,2) (3,4) (108,4) (109,3) (61,5) (37,2) (82,1) (87,4) (22,3) (0,5) (58,2) (40,1) (85,5) (38,5) (50,2) (60,4) (10,3) (23,4) (8,1) (57,3) (62,2) (74,5) (16,2) (14,2) (89,3) (76,2)
|
||||||
|
(42,1) (25,1) (2,1) (79,4) (50,3) (41,1) (55,1) (4,4) (70,5) (21,5) (103,4) (1,5) (93,4) (6,5) (9,3) (86,4) (87,3) (101,5) (57,4) (63,5) (20,1) (37,1) (77,4) (71,2) (23,4) (36,2) (98,3) (105,1) (108,4) (75,1) (31,1) (5,2) (39,1) (22,1) (14,4) (64,5) (62,3) (24,2) (54,5) (30,5) (45,5) (73,2) (18,3) (49,5) (40,4) (78,4) (81,5) (88,4) (17,3) (84,4) (8,1) (66,2) (12,1) (44,3) (13,1) (47,3) (69,4) (19,2)
|
||||||
|
(3,5) (104,3) (33,4) (18,3) (4,3) (101,2) (80,4) (59,1) (82,2) (102,1) (57,2) (86,2) (11,4) (14,4) (10,4) (12,2) (93,5) (32,4) (34,3) (51,4) (1,4) (19,5) (66,1) (91,5) (43,4) (94,4) (85,4) (95,1) (56,1) (58,4) (2,1) (77,5) (68,1) (5,1) (109,4) (67,5) (48,4) (79,4) (54,4) (84,5) (103,5) (17,4) (20,4) (29,5) (37,3)
|
||||||
|
(32,2) (24,4) (73,4) (31,3) (22,4) (72,5) (108,5) (89,4) (53,5) (21,3) (84,2) (58,1) (105,4) (20,2) (16,5) (44,2) (71,4) (81,5) (62,3) (47,4) (66,5) (61,2) (45,5) (79,5) (83,5) (1,4) (78,3) (77,4)
|
||||||
|
(101,5) (32,4) (67,4) (49,4) (36,2) (92,2) (104,2) (109,4) (81,3) (91,4) (15,4) (103,2) (20,3) (23,3) (17,4) (42,4) (24,5) (30,2) (62,5) (14,4) (45,1) (50,2) (96,2) (105,3) (107,2) (54,3) (66,5) (13,2) (93,4) (47,5) (108,4) (48,2) (41,2) (98,3) (7,4) (99,4) (78,5) (34,4) (73,1) (90,4) (59,4) (75,5) (79,5) (100,5) (68,1) (64,3) (3,1) (53,5) (51,4) (0,4) (76,4) (29,5) (18,3) (106,5) (102,4) (82,5) (72,3) (69,4) (33,4) (86,4) (22,5) (11,5) (94,3) (44,4) (27,5) (37,1) (38,5) (6,5) (43,2) (89,2) (57,5) (71,2) (12,1) (61,1)
|
||||||
|
(33,4) (7,4) (107,2) (4,5) (92,3) (27,1) (58,2) (106,4) (40,4) (91,1) (86,3) (48,4) (64,4) (82,1) (54,5) (87,4) (56,3) (75,2) (62,2) (29,1) (19,3) (25,4) (15,4) (36,1) (68,3) (57,4) (67,1) (47,5) (63,3) (32,1) (28,5) (17,2) (88,4) (90,5) (22,2) (94,2) (35,5) (16,5) (99,2) (45,1) (79,2) (31,5) (41,2) (80,4) (108,4) (77,2) (37,3) (109,3) (0,4) (98,3) (66,1) (53,3) (43,4) (14,3) (30,1) (39,3) (95,1)
|
||||||
|
(14,2) (27,5) (45,2) (91,4) (81,5) (70,4) (37,2) (101,4) (50,5) (31,3) (100,5) (35,1) (80,4) (5,4) (106,1) (3,5) (55,4) (44,3) (11,4) (13,4) (0,3) (15,1) (83,5) (71,1) (58,4) (29,5) (69,2) (42,5) (30,2) (103,5) (94,1) (4,5) (67,4) (82,2) (84,5)
|
||||||
|
(63,4) (2,5) (79,4) (38,2) (60,5) (73,1) (8,4) (104,1) (30,1) (13,5) (81,3) (16,4) (4,5) (85,2) (29,4) (78,1) (12,4) (92,1) (105,4) (96,4) (70,4) (19,3) (109,4) (21,1) (5,4) (100,2) (54,4) (41,4) (31,4) (97,3) (94,5) (53,4) (89,4) (88,4) (48,4) (9,4) (11,4) (107,4) (44,4) (74,4) (33,5) (3,4) (64,2)
|
||||||
|
(62,1) (86,5) (85,1) (54,3) (20,4) (49,4) (1,1) (42,5) (98,5) (80,1) (51,1) (29,4) (27,4) (30,5) (0,4) (63,3) (35,1) (94,1) (34,2) (46,4) (15,1) (47,5) (45,1) (18,1) (108,4) (100,3) (76,1) (39,3) (81,5) (109,3) (102,4) (87,4) (90,3) (67,3) (58,2) (57,4) (65,4) (99,3) (19,4) (68,2) (79,4) (93,1) (52,2) (33,3) (41,5) (22,2) (21,2) (88,4) (14,3) (71,2) (26,4) (60,1) (61,4)
|
||||||
|
(6,3) (74,3) (18,2) (23,4) (70,2) (109,4) (60,1) (84,1) (29,1) (32,4) (46,3) (38,2) (22,1) (8,4) (81,2) (41,4) (77,4) (5,5) (15,5) (96,1) (104,2) (67,2) (36,5) (40,3) (91,1) (59,3) (97,1) (68,3) (69,1) (61,4) (55,4)
|
||||||
|
|
||||||
|
(82,4) (86,5) (11,1) (76,4) (48,4) (72,5) (102,4) (41,5) (54,4) (95,3) (85,2) (0,5) (50,5) (6,3) (40,1) (80,4) (2,2) (56,2) (10,3) (100,2) (31,4) (26,3) (63,1) (87,2) (90,5) (96,4) (1,3) (24,3) (79,1) (74,2) (12,4) (22,1) (36,4) (8,2) (84,1) (53,4) (15,3) (37,1) (43,2) (70,2) (19,5) (98,4) (101,3) (13,1) (60,4) (97,4) (44,5) (5,3) (27,3) (16,3) (38,5) (45,5)
|
||||||
|
(53,5) (41,2) (23,2) (18,2) (71,1) (25,2) (1,2) (20,1) (85,5) (32,2) (104,3) (77,5) (67,5) (10,2) (70,4) (95,5) (55,1) (44,3) (109,2) (35,1) (36,2) (48,4) (51,1) (6,2) (100,5) (43,2) (28,1)
|
||||||
|
(34,1) (16,1) (94,5) (15,2) (81,5) (54,4) (70,5) (63,5) (50,1) (40,4) (58,4) (68,1) (104,2) (80,2) (98,4) (61,5) (42,2) (87,4) (73,4) (57,4) (25,4) (109,4) (17,1) (22,5) (37,4) (51,5)
|
||||||
|
(106,4) (29,2) (4,3) (69,5) (21,3) (67,3) (5,4) (103,5) (22,3) (37,4) (105,5) (46,4) (8,5) (62,2) (6,3) (61,1) (3,5) (79,5) (25,5) (58,4) (74,5) (70,5) (26,4) (36,2) (101,4) (72,1) (88,5) (44,4) (14,2) (9,3) (64,4) (42,4) (77,1) (80,5) (27,5)
|
||||||
|
(57,5) (95,2) (13,4) (70,1) (38,1) (107,1) (1,4) (83,4) (61,2) (78,5) (76,5) (77,2) (46,1) (18,1) (106,2) (93,3) (94,1) (15,2) (91,2) (16,5) (31,5) (62,1) (29,4) (85,5) (30,5) (52,4) (66,4) (36,4) (5,4) (44,4) (12,4) (87,3) (45,1) (60,3) (81,2) (103,2) (2,4) (40,2) (64,4) (53,4) (55,2) (49,1) (90,5) (71,3) (89,3) (14,5) (4,4) (7,4) (108,5) (104,3) (99,3) (23,2) (63,5) (37,2) (88,3) (101,3) (56,4) (6,2) (98,3) (34,4) (59,5)
|
||||||
|
(103,4) (83,4) (45,1) (72,2) (37,4) (5,1) (41,5) (27,3) (107,2) (52,3) (73,4) (98,3) (88,4) (3,4) (80,4) (1,3) (69,4) (64,4) (24,4) (87,3) (59,4) (99,5) (106,2) (20,4) (57,4) (86,4) (53,2)
|
||||||
|
(9,4) (22,4) (4,5) (73,1) (62,5) (83,1) (31,5) (74,4) (93,5) (81,3) (75,3) (106,4) (103,1) (59,1) (49,4) (33,2) (95,3) (2,5) (80,4) (57,4) (107,3) (41,3) (54,4) (66,2) (43,2) (55,1) (36,1) (102,1) (14,1) (37,4) (32,4) (13,4)
|
||||||
|
(70,4) (89,2) (65,5) (3,4) (60,2) (16,4) (30,3) (42,4) (22,4) (103,4) (79,3) (61,4) (0,4) (64,5) (54,3) (1,3) (68,5) (62,4) (107,4) (8,1) (28,5) (76,4) (57,2) (100,3) (73,3) (5,3) (109,2) (23,2) (72,2) (24,4)
|
||||||
|
(30,4) (89,5)
|
||||||
|
(22,3) (47,4) (98,5) (70,2) (97,3) (13,1) (63,5) (87,2) (56,5)
|
||||||
|
(39,5) (79,3) (10,5) (82,2) (47,2) (29,5) (46,4) (96,4)
|
||||||
|
(99,3) (47,3) (88,5) (83,2) (20,4) (51,4) (25,5) (43,4) (32,2) (68,5) (108,4) (30,1) (9,3) (55,4) (70,2) (79,4) (24,3) (0,4) (85,5) (29,5) (96,4) (90,1) (6,4) (74,3) (35,3) (103,1) (49,4) (37,4) (45,4) (62,1) (38,1) (95,1) (36,2) (42,5) (81,1) (104,5) (52,4) (33,3) (21,3) (56,4) (84,1) (54,2) (109,2) (7,5) (60,2) (92,4) (40,2) (11,2) (59,5) (97,4) (64,1) (57,2) (27,4) (66,5) (12,1) (14,1) (77,4) (58,5) (106,4) (98,5) (23,1)
|
||||||
|
(51,5) (24,1) (14,4) (67,2) (60,4) (53,5) (38,3) (26,4) (18,2) (71,3) (77,1) (49,3) (109,2) (83,4) (65,5) (21,4) (0,4) (23,2) (22,5) (76,1) (37,4) (30,5) (93,5) (13,5) (84,1) (90,5) (100,2) (8,4) (70,5) (107,3) (79,5) (68,5) (31,5) (75,4) (12,3) (64,5) (9,4) (39,1) (15,5) (103,4) (43,4) (101,3) (81,3) (48,4) (78,4) (86,5) (98,4) (82,4) (92,3) (46,4) (94,4) (7,4) (27,5) (108,2) (17,5) (6,4) (3,1)
|
||||||
|
(79,5) (7,3) (81,1) (73,4) (76,3) (8,5) (43,2) (33,1) (51,5) (23,3) (25,4) (61,4) (41,3) (30,5) (75,4) (70,1) (42,5) (47,5) (102,4) (94,3) (71,5) (104,1) (84,4) (105,4) (38,4) (29,2) (35,4) (0,5) (21,2) (107,5) (27,4) (15,4) (64,2) (69,5) (103,4) (99,3) (88,1) (2,1) (12,4) (86,3) (65,5) (45,4) (57,5) (54,4) (59,5) (16,4) (66,2) (98,4) (40,2) (92,4) (36,3) (11,5) (6,1)
|
||||||
|
(29,4) (78,3) (40,1) (61,5) (67,4) (72,4) (80,3) (93,3) (36,1) (25,2) (70,2) (16,2) (60,1) (98,4) (26,3) (14,4) (19,5) (92,1) (52,2) (109,1) (23,4) (84,2) (30,2) (39,1) (108,3) (58,3) (66,4) (96,5) (104,5) (44,5) (100,4) (91,5) (75,2) (102,4)
|
||||||
|
(88,1) (41,2) (90,4) (0,2) (2,4) (61,4) (93,2) (54,4) (72,1) (70,5) (82,5) (84,5) (16,3) (21,4) (64,3) (50,1) (94,4) (19,1) (108,1) (80,3) (36,1) (76,3) (83,3) (8,5) (7,5) (91,3) (100,1) (46,1) (37,1) (39,4) (17,1) (81,1) (51,3) (6,5)
|
||||||
|
(29,3) (62,4) (91,4) (88,4) (46,4) (81,1) (36,5) (104,4) (17,4) (26,4) (22,4) (24,3) (96,5) (103,1) (50,3) (72,5) (43,4) (42,3) (20,1) (40,4) (63,2) (35,3) (89,4) (5,5) (49,5) (38,5) (21,1) (76,2) (27,5) (79,4) (77,1) (82,5) (18,2) (12,3) (6,4) (23,1) (47,1) (11,2) (101,1) (73,3) (95,5) (98,2) (100,4) (66,4) (60,4) (59,2) (52,5) (58,3) (33,4) (45,1) (94,1) (16,4) (44,2) (65,3) (56,2) (13,4) (9,3) (55,4) (68,1) (30,1)
|
||||||
|
(78,4) (70,2) (45,5) (31,2) (15,4) (10,4) (32,2) (40,4) (0,3) (20,4)
|
||||||
|
(35,4) (44,3) (92,4) (103,4) (85,1) (3,4) (24,2) (62,5) (99,4) (6,4) (69,3) (34,4) (94,5) (108,5) (41,4) (81,4) (106,4) (4,1) (78,5) (90,4) (93,4) (87,5) (36,1) (37,4) (72,2) (42,3) (71,4) (16,2) (91,5) (27,4) (0,4) (14,2) (19,2) (11,5) (32,5) (55,4) (67,4) (39,5) (97,5) (86,4) (60,4) (7,1) (82,1) (66,5) (96,4) (109,5) (52,4)
|
||||||
|
(10,4) (83,5) (60,2) (69,4) (16,4) (40,5) (44,1) (17,4) (26,1) (105,3) (57,3) (101,5) (86,1) (54,4) (7,4) (92,5) (22,5) (31,4) (73,2)
|
||||||
|
(12,3) (99,4) (108,4) (32,5) (93,4) (63,4) (36,4) (102,2) (22,4) (88,5) (2,4) (56,4) (97,3) (68,4) (14,4) (54,4) (49,4) (98,4) (18,4) (60,5) (75,3) (77,4) (29,2) (42,3) (25,5) (55,5) (37,3) (15,4) (26,1) (17,2) (57,3) (40,3) (46,2) (106,2) (78,1) (65,4) (73,2) (8,2) (76,4) (35,2) (105,1) (66,2) (53,3) (3,4) (82,4) (89,2) (52,5) (64,4) (100,1) (69,1) (28,5) (19,1) (50,1) (9,2) (74,4) (59,3) (62,2) (23,4) (79,4) (0,1) (5,4) (33,4)
|
||||||
|
(80,4) (94,3) (82,4) (42,5) (30,2) (62,2) (95,4) (12,4) (67,1) (47,4) (5,2) (58,4) (53,4) (7,2) (15,2) (1,3) (60,4) (98,3) (13,2) (44,5) (57,2) (41,1) (108,2) (107,1) (89,4) (85,4) (87,4) (90,1) (25,1) (18,4) (28,3) (45,1) (33,5) (93,3) (2,3) (86,2) (78,5) (84,3) (0,2) (79,2) (27,4) (104,2) (38,2) (37,2) (22,4) (6,2) (88,4) (19,2)
|
||||||
|
(7,2) (86,2) (2,1) (95,4) (6,2) (41,1) (89,4) (42,4) (79,4) (84,5) (56,2) (62,2) (31,4) (14,3) (101,4) (49,4) (82,3) (108,1) (4,3) (25,4) (30,1) (64,2) (13,3) (76,5) (94,4) (90,2) (11,4) (35,2) (102,5) (45,5) (37,1) (58,4) (75,4) (19,2) (33,5) (98,4) (81,2) (104,4) (93,1) (63,4) (59,4) (91,5) (51,1) (105,5) (22,4) (60,2) (97,2) (47,5) (61,1) (55,4) (20,1) (80,3) (103,3) (44,3) (106,3) (15,2) (18,4) (46,1) (88,5) (73,3) (53,3) (1,3) (100,1)
|
||||||
|
(38,1) (79,2) (2,2) (77,2) (64,4) (5,5) (104,2) (65,1) (52,4) (30,2) (23,4) (35,4) (78,4) (39,2) (27,4) (33,2) (88,5) (56,1) (1,4) (82,5) (10,1) (63,4) (47,4) (44,1) (13,5) (19,4) (8,4) (67,4) (86,3)
|
||||||
|
(34,4) (103,4) (68,1) (45,3) (92,5) (24,2) (18,4) (74,3) (42,2) (82,5) (81,4) (37,1) (79,4) (1,2) (46,3) (80,4) (57,4) (56,5) (71,1) (36,4) (109,1)
|
||||||
|
(59,2) (30,1) (24,2) (54,1) (82,4) (4,3) (79,5) (39,5) (12,3) (74,4) (90,1) (67,5) (68,3) (35,4) (20,3) (6,4) (43,5) (29,5) (15,2) (37,2) (99,2) (19,4) (61,4) (104,5) (63,2) (51,4) (21,5) (84,3) (48,4) (78,4) (41,4) (34,1) (14,5) (17,2) (32,2) (93,4) (77,1) (25,2) (55,3) (2,4) (33,2) (92,1) (26,2) (16,5) (9,1) (40,2) (65,5) (7,4)
|
||||||
|
(90,1) (45,2) (6,1) (82,5) (69,5) (41,4) (0,2) (99,3) (70,2) (83,1) (27,5) (19,4) (49,1) (5,5) (61,1) (87,1) (46,1) (52,4) (10,4) (107,4) (95,2) (97,4) (11,3) (18,4) (93,1) (109,5) (25,4) (73,4) (31,3) (51,2) (64,2) (20,1) (40,1) (9,2) (101,5) (14,4) (43,4) (35,3)
|
||||||
|
(49,4) (62,3) (74,4) (107,4) (91,1) (22,5) (9,4) (52,3) (81,4) (85,4) (99,5) (84,1) (30,1) (54,4) (0,4) (44,4) (68,5) (23,2) (96,5) (51,1) (73,4) (25,1) (70,4) (45,3) (56,4) (88,2) (90,4) (93,3) (2,1) (19,4) (103,2) (59,4) (98,1) (92,1) (15,2) (13,2) (69,4) (3,3) (71,4) (10,2) (109,4) (43,4) (21,3) (104,3) (65,3) (46,5) (60,4) (35,3) (77,5) (32,2) (106,4) (18,3) (17,5) (95,3) (82,2) (34,5) (102,5) (53,2) (20,4) (26,3) (58,5) (76,2) (47,5) (72,3) (79,4) (50,1) (8,1) (83,2)
|
||||||
|
(93,4) (95,5) (46,3) (6,4) (67,5) (54,2) (8,3) (5,4) (80,3) (70,2) (71,2) (37,2) (85,5) (24,1) (89,2) (0,5) (29,4) (105,5) (47,4) (104,3) (100,5) (19,5) (55,3) (25,4) (65,4) (92,1) (14,2) (49,4) (108,2) (75,3) (33,3) (26,5) (2,4) (3,4) (10,3) (18,1)
|
||||||
|
(84,1) (25,3) (81,4) (29,4) (82,2) (37,4) (31,4) (49,2) (90,3) (9,4) (47,5) (89,2) (80,5) (40,4) (33,5) (59,4) (83,3) (73,3) (22,4) (71,1) (79,4) (21,2) (70,4) (55,5) (24,3) (30,1) (94,4) (52,4) (86,2) (14,3) (77,2) (18,4) (13,1) (12,5) (4,4) (106,5) (76,3) (41,1) (27,1) (7,1) (68,4) (93,3) (2,1) (105,5) (19,5) (50,1) (61,3) (5,4) (69,1) (53,2) (20,5) (101,5) (38,1) (87,4) (36,4) (109,5) (32,5) (64,1) (67,3) (91,1) (39,4) (63,5)
|
||||||
|
(32,3) (87,3) (96,3) (23,1) (48,2) (29,1) (62,2) (51,4) (27,4) (39,4) (93,4) (84,2) (90,4) (72,3) (49,3) (52,5) (59,4) (109,5) (71,4) (104,2) (85,5) (6,4) (8,1) (60,4) (1,5) (16,4) (99,2) (66,3) (70,4) (92,5) (105,1) (10,2) (81,1) (26,4) (68,2) (30,4) (65,2) (15,1) (7,1) (11,3) (13,3) (98,3) (67,3) (106,2) (2,4) (41,4) (101,3) (102,4) (69,3) (63,4) (43,2) (73,5) (55,3) (4,1) (107,3) (54,1) (77,2) (57,4) (82,2) (46,1) (89,3) (9,5) (0,5) (61,4) (20,4) (33,3) (42,5) (3,5)
|
||||||
|
(53,4) (0,4) (14,4) (69,2) (100,2) (103,1) (42,5) (25,3) (19,5) (15,1) (78,2) (27,3) (43,4) (77,1) (49,4) (54,4) (32,2) (20,4) (44,4) (7,1) (70,4) (76,3) (5,4) (105,2) (48,3) (51,4) (45,2) (55,2) (81,1) (59,1) (99,4) (11,5) (10,4) (88,2) (26,4) (108,1) (82,5) (41,4) (23,3) (101,3) (79,4) (102,2) (21,4) (12,4) (9,2) (34,4) (74,5) (109,1) (40,5) (36,2) (29,5) (50,3) (31,2)
|
||||||
|
(56,4) (33,4) (59,1) (24,4) (106,5) (9,3) (19,4) (45,2) (5,3) (98,4) (6,2) (103,1) (81,4) (28,2) (7,3) (57,2) (89,5) (88,1) (3,1) (58,4) (100,4) (40,2) (95,2) (90,5) (47,1) (82,2) (43,1) (50,4) (39,4) (66,2) (25,1) (70,1) (71,4) (49,5) (22,4) (109,4) (104,5) (87,4) (61,4) (74,1) (10,5) (86,3) (96,4) (54,4) (92,4) (23,3) (21,2) (64,3) (20,5) (32,4) (14,2) (41,1) (0,4) (69,5) (16,3) (42,4) (2,2)
|
||||||
|
(71,4) (86,5) (91,4) (65,1) (54,5) (107,2) (58,2) (62,2) (88,1) (102,3) (81,2) (57,5) (75,4) (51,2) (31,4) (12,4) (30,2) (99,5) (20,4) (80,4) (28,3) (13,4) (60,1) (50,3) (105,5) (103,5) (26,5) (61,4) (59,5) (39,5) (14,3) (45,5) (46,2) (34,3) (24,2) (7,4) (21,1) (2,5) (78,4) (38,3) (69,5) (97,5) (104,4) (29,1) (17,3) (18,4) (90,1) (101,4) (5,5) (96,3) (41,3) (42,5) (72,2)
|
||||||
|
(78,2) (5,2) (60,3) (18,1) (19,4) (8,4) (12,5) (86,2) (54,5) (91,5) (74,4) (73,1) (63,5) (9,3) (89,2) (85,4) (22,1) (39,2) (21,1) (76,4) (0,4) (98,1)
|
||||||
|
(94,1) (35,2) (4,1) (80,4) (69,3) (64,4) (19,5) (83,5) (49,5) (82,4) (13,2) (12,2) (65,3) (51,3) (16,2) (72,4) (106,4) (73,4) (97,1) (56,2) (91,1) (3,4) (30,4) (79,2) (44,5) (85,2) (48,5) (22,3) (57,5) (93,1) (77,4) (98,3) (17,3) (18,1) (95,3) (46,1) (105,2) (0,3) (86,1) (2,3) (8,4) (58,3) (42,4) (23,5) (10,5) (7,2) (67,2) (33,1) (70,3) (50,1) (26,1) (100,5) (34,4)
|
||||||
|
|
||||||
|
(16,4) (69,5) (12,2) (13,2) (108,5) (53,5) (52,2)
|
||||||
|
(43,2) (76,1) (69,3) (56,2) (70,4) (101,3) (73,3) (80,2) (62,4) (33,2) (5,5) (106,5) (89,1) (42,3) (21,1) (109,3) (27,1) (63,3) (41,4) (82,4) (39,4) (91,4) (28,4) (26,2) (7,2) (94,4) (6,1) (105,4) (81,3) (9,4) (34,5) (104,2) (15,1)
|
||||||
|
(44,4) (98,4) (73,5) (17,1) (9,4) (94,4) (62,2) (51,3) (27,2) (25,4) (91,3) (31,2) (6,2) (101,5) (13,4) (19,5) (24,4) (35,4) (26,2) (108,1) (58,4) (67,4) (99,4) (50,3) (83,2) (63,4) (72,3) (106,4) (90,3) (47,1) (66,5) (21,5) (36,5) (42,3) (41,3) (48,3) (76,3) (71,2) (93,4) (12,5) (37,3) (68,4) (105,2) (43,2) (81,2) (5,2) (80,2) (3,2) (38,4) (70,1) (20,2) (56,2) (96,4) (34,2) (109,2) (29,4) (85,1) (11,5) (107,4) (55,4) (23,5) (92,4) (10,4) (97,4)
|
||||||
|
(1,4) (68,2) (73,1) (39,5) (60,4) (72,4) (21,3) (5,5) (61,4) (55,3) (109,3) (19,3) (14,4) (106,4) (18,4) (88,4) (12,2) (0,2) (81,4) (79,3)
|
||||||
|
(12,4) (101,5) (33,5) (104,2) (20,4) (46,2) (7,5) (26,3) (71,2) (96,4) (77,2) (69,1) (40,1) (41,4) (91,2) (51,5) (90,2) (48,2) (32,2) (45,4) (53,1) (85,2) (16,2) (3,3) (74,4) (58,2) (55,5) (2,3) (106,3) (103,5) (54,4) (56,2) (42,1) (87,1) (8,4) (88,1) (52,4) (73,1) (63,3) (22,3) (64,2) (37,1) (72,4) (18,5) (21,3) (82,3) (24,5) (50,1) (47,3) (67,3) (93,3) (5,4) (98,2) (109,3) (4,5) (39,5) (57,5) (9,2)
|
||||||
|
(29,2) (54,3) (91,4) (10,4) (97,4) (68,1) (25,2) (37,2) (74,2) (46,4) (77,1) (42,2) (93,1) (98,4) (101,3) (88,2) (34,4) (44,2) (82,4) (108,4) (11,4) (103,2) (56,3) (9,3) (48,1) (79,3) (21,5) (0,2) (58,4) (100,1) (64,5) (49,4) (83,1) (20,4) (32,3) (94,4) (59,5) (35,2) (76,3)
|
||||||
|
(31,3) (6,5) (61,4) (53,3) (55,4) (62,2) (108,3) (16,2) (88,3) (89,3) (95,1) (25,3) (20,5) (50,2) (19,2) (43,4) (72,4) (100,1) (11,1) (23,1) (38,4) (96,5) (41,1) (24,4) (99,1) (36,1) (26,4) (14,3) (105,1) (1,4) (81,4) (65,1) (34,3) (64,5) (54,1) (27,1) (103,1) (104,3) (73,4) (63,5) (82,4) (83,4) (107,1) (15,4) (40,3) (4,4) (66,4) (86,4) (32,4) (69,4) (58,5) (94,5) (10,4) (49,1) (0,4) (30,5) (102,4) (109,3) (47,3) (57,4) (77,4) (93,3) (17,1) (48,4) (106,4) (9,3) (46,2) (45,4) (28,2)
|
||||||
|
(102,2) (3,4) (19,5) (37,5) (77,4)
|
||||||
|
(0,4) (63,4) (1,1) (91,4) (102,4) (62,4) (80,1) (88,5) (55,1) (11,4) (33,4) (109,4) (60,5) (76,3) (32,1) (53,4) (107,2) (54,3) (77,4) (29,5) (9,3) (106,5) (49,3) (41,3) (84,2) (44,1) (51,1) (87,3) (83,5) (47,2) (101,4) (19,2) (57,2) (56,3) (71,2) (68,5) (22,4) (78,5) (75,5) (58,5) (99,1) (40,3) (92,4) (103,4) (30,1) (4,1) (28,2)
|
||||||
|
(45,2) (64,4) (59,2) (65,2) (86,4) (100,1) (39,2) (76,3) (16,4) (36,4) (107,1) (77,4) (44,4) (84,5) (61,4) (72,5) (109,2) (81,4) (14,4) (80,5) (85,4) (43,1) (56,1) (55,4) (98,5) (27,4) (57,5) (103,1) (33,5) (74,4) (2,3) (25,4) (11,1) (49,4) (32,4) (47,1) (35,5) (46,3) (108,4) (29,5) (21,4) (20,3) (10,2) (9,5) (89,1) (99,1) (42,2) (82,4) (73,4) (51,4) (104,4) (53,1) (1,4) (66,5) (41,5) (38,4) (8,5)
|
||||||
|
(33,5) (26,5) (11,4) (17,4) (8,4) (61,4) (62,4) (49,5) (77,3) (27,4) (80,4) (4,3)
|
||||||
|
(46,3) (9,5) (7,4) (108,2) (85,3) (38,1) (71,3) (86,3) (80,3) (40,2) (98,3) (75,2) (15,4) (50,3) (12,3) (94,4) (39,5) (58,3) (33,5) (51,5) (31,5) (82,2) (2,4) (84,3) (49,5) (47,1) (1,3) (67,4) (102,4) (89,1) (17,1) (30,5) (11,5) (42,5) (54,3) (0,4) (65,1) (55,3) (72,2) (53,4) (90,4) (62,5) (43,4) (10,2) (64,4) (8,2) (32,4) (26,1) (19,1) (45,3) (87,4) (68,1) (13,4) (101,2) (3,4)
|
||||||
|
(34,4) (100,1) (64,4) (27,1) (70,5) (49,1) (22,5) (11,5) (97,4) (56,4) (106,4) (92,1) (23,2) (69,3) (81,4) (82,5) (73,1) (21,4) (86,2) (52,5) (40,3) (95,4) (18,2) (98,3) (109,4) (74,4) (16,3) (105,2) (99,4) (101,4) (37,4) (41,2) (29,4) (14,2) (84,4) (88,1) (13,2) (54,4) (87,3) (55,4) (89,4) (3,4) (58,4) (36,4) (48,1) (103,5) (104,4) (96,4) (83,4) (71,4) (42,1) (79,2) (17,1)
|
||||||
|
(15,4) (63,3) (6,2) (45,4) (74,4) (109,4) (88,3) (82,5) (106,2) (105,3) (81,4) (47,3) (87,3) (26,1) (48,4) (94,4) (35,4) (42,5) (49,5) (104,4) (24,3) (99,3) (36,2) (69,1) (90,1) (22,4) (0,1) (56,1) (11,5) (17,5) (84,4) (50,2) (66,5) (72,2)
|
||||||
|
(68,3) (1,2) (23,4) (65,1) (14,1) (83,4) (16,3) (96,3) (101,4) (45,4) (63,4) (87,2) (10,4) (103,2) (42,3) (74,4) (51,1) (18,1) (69,5) (93,4) (31,4) (17,4) (34,3) (82,5) (107,4) (8,2) (78,4) (3,1) (43,5) (62,4) (7,2) (100,5) (89,1) (39,4) (24,4) (11,3) (70,5) (19,3) (20,5) (59,1) (60,3) (0,4) (44,5) (91,2) (108,5) (98,1) (88,5) (26,1) (72,5) (29,3) (81,4) (109,1) (46,4) (85,4) (6,3) (36,4) (71,2) (37,5) (76,2)
|
||||||
|
(39,5) (15,1) (103,4) (108,3) (97,2) (85,5) (19,2) (13,4) (46,4) (78,4) (84,2) (22,4) (98,4) (14,4) (28,4) (94,4) (44,1) (59,4) (55,5) (38,5) (82,2) (96,5) (86,5) (64,4) (47,2) (30,4) (87,3) (4,4) (65,3) (107,3) (52,3) (26,4) (109,5) (77,2) (27,4) (99,5) (58,4) (79,4) (0,4) (72,2) (20,4) (61,1) (54,3) (90,4) (6,2) (25,4) (24,2) (11,1) (42,1) (95,5) (17,2) (45,1) (81,4) (76,2)
|
||||||
|
(30,1) (59,4) (45,5) (102,2) (62,5) (8,4) (80,5) (69,3) (33,1) (81,1) (5,4) (109,5) (92,4) (82,2) (97,1) (100,5) (46,4) (85,4) (91,1) (43,3) (87,3) (40,3) (34,2) (47,2) (52,3)
|
||||||
|
(79,2) (11,5) (98,2) (9,2) (15,1) (40,2) (70,1) (42,4) (83,3) (101,2) (95,4) (58,5) (85,4) (102,2) (20,2) (94,4) (82,4) (3,3) (100,1) (87,4) (62,4) (30,4) (35,4)
|
||||||
|
(63,1) (39,2) (10,2) (61,5) (78,4) (38,4) (40,1) (52,5) (88,3) (83,5) (48,5) (65,3) (62,5) (91,4) (107,1) (57,5) (14,1) (50,1) (74,1) (41,2) (43,4) (33,1)
|
||||||
|
(71,2) (40,5) (11,4) (87,5) (67,2) (42,5) (29,4) (74,3) (72,3) (41,1) (100,4) (104,3) (24,1) (81,1) (7,5) (20,3) (23,4) (56,1) (89,1) (78,3) (39,2) (50,5) (37,1) (59,3) (31,2) (84,3) (1,4) (75,4) (63,2) (34,2) (103,4) (46,5) (25,4) (3,4) (96,2) (60,1) (9,3) (101,5) (2,3) (54,3) (109,4) (55,3) (62,1) (30,3) (108,4) (106,1) (57,5) (97,1) (21,5) (65,4) (61,5) (82,3) (6,5) (99,2) (47,3) (36,4)
|
||||||
|
(16,3) (41,4) (36,5) (75,3) (32,2) (18,4) (76,1) (8,1) (7,4) (80,5) (42,4) (91,2) (12,3) (38,3) (21,5) (63,5) (17,4) (84,4) (72,1) (33,2) (107,1) (3,4) (2,4) (47,2) (23,4) (94,1) (69,3) (60,4) (73,2) (96,1) (81,4) (13,5) (70,4) (105,3) (39,4) (35,3) (95,5) (89,1) (15,2) (19,1) (10,4) (1,1) (67,3) (55,4) (106,3) (99,2) (5,2) (62,4) (0,2) (58,4) (74,3)
|
||||||
|
(83,5) (2,2) (98,5) (77,4) (0,1) (41,2) (89,3) (46,4) (9,2) (61,4) (68,2) (103,1) (56,3) (10,4) (47,4) (5,5) (90,1) (95,4) (72,4) (52,1) (43,2) (109,3) (94,1) (108,4) (20,1) (45,4) (38,1) (66,2) (97,2) (26,2) (99,1) (85,4) (75,5) (11,5) (86,3) (34,4) (74,2) (51,2) (21,2) (57,5) (87,4) (62,3) (19,1) (3,4) (14,2) (1,1) (35,5) (24,1) (71,4) (70,3) (88,3) (91,1) (65,2) (102,4) (44,3) (81,5) (76,1) (17,5) (48,4) (93,3) (22,2) (37,5)
|
||||||
|
(84,1) (101,3) (78,1) (8,2) (7,3) (94,3) (109,2) (47,4) (1,5) (88,4) (91,4) (12,1) (9,5) (13,4) (105,1)
|
||||||
|
(51,3) (54,5) (103,4)
|
||||||
|
(46,1) (56,5) (55,1) (44,4) (30,4) (83,5) (43,2) (107,4) (92,1) (22,3) (57,5) (90,5) (9,4) (8,1) (24,4) (4,4) (6,4) (95,3) (68,1) (108,1) (84,3) (2,4) (104,5) (21,4) (103,2) (85,5)
|
||||||
|
(65,4) (11,4) (51,4) (43,2) (75,1) (99,4) (50,4) (59,5) (18,5) (4,3) (8,5) (68,4) (22,3) (103,4) (31,5) (28,2) (104,5) (5,4) (55,4) (3,1) (34,4) (30,1) (87,3) (23,5) (93,5) (6,2) (12,4) (46,4) (78,3) (90,1) (42,5) (37,1) (81,2)
|
||||||
|
(37,4) (17,4) (106,5) (100,2) (15,3) (99,3) (54,2) (34,1) (59,1)
|
||||||
|
(53,3) (107,1) (15,2) (96,1) (87,1) (97,4) (13,1) (79,1) (75,2) (51,2) (36,3) (21,5) (101,5) (108,2) (89,1) (31,2) (63,4) (42,2) (25,1) (54,1) (0,2) (17,4) (82,4) (10,4) (43,5) (106,2)
|
||||||
|
(25,4) (18,1) (14,5) (46,5) (19,3) (37,5) (29,4) (77,1) (96,5) (57,4) (9,3) (79,1) (34,3) (64,1) (75,4) (72,5) (23,1) (26,4) (108,4) (49,4) (87,4) (101,2) (16,5) (99,1) (56,4)
|
||||||
|
(35,4) (15,3) (59,1) (73,1) (108,1) (64,5) (71,2) (20,2) (12,1) (100,4) (33,4) (63,2) (43,5) (40,4) (53,5) (29,3) (7,4) (61,4) (3,2) (47,4) (65,5) (28,2) (46,3) (6,5) (88,2) (41,4) (102,2) (66,5) (58,2) (1,5) (50,4) (90,3) (51,5) (48,5) (78,3) (49,2) (86,4) (98,3) (84,2) (80,1) (56,3) (75,5) (4,1) (94,4) (44,4) (93,1) (70,5) (37,4) (105,1) (107,2) (26,4) (39,5) (60,4) (91,5) (16,1) (23,5) (67,4) (52,2) (68,1)
|
||||||
|
(45,2) (15,1) (1,4) (49,5) (40,3) (74,4) (46,2) (60,1) (107,5) (6,1) (4,4) (91,2) (14,3) (31,4) (68,4) (61,3) (102,4) (0,4) (83,3) (37,2) (73,5) (92,4) (82,1) (97,2) (78,3) (54,4) (86,2) (66,1) (62,3) (95,2)
|
||||||
|
(81,1) (57,5) (94,5) (92,1) (12,1) (99,4) (47,4) (76,4) (82,4) (69,5) (59,4) (73,5) (87,4) (26,2) (44,5) (15,4) (37,1) (70,5) (98,4) (49,3) (5,5) (100,1) (107,4) (21,5) (7,5) (24,2) (1,2) (108,3) (33,4) (48,4) (105,5) (84,5) (46,4) (16,4) (36,1) (83,2) (22,4)
|
||||||
|
(52,2) (76,4) (2,3) (27,2) (74,4) (42,2) (66,1) (38,4) (43,4) (33,4) (8,2) (50,3) (93,4) (37,4) (84,3) (5,5) (88,3) (101,4) (21,4) (62,5) (4,5) (70,4)
|
||||||
|
(28,3) (9,4) (26,1) (67,2) (8,2) (82,4) (93,2) (50,1) (40,4) (97,5) (48,4) (44,5) (4,4) (77,2) (96,4) (74,2) (1,4) (64,3) (84,4) (75,5) (24,3) (0,1) (58,2) (7,2) (73,4) (11,3) (59,5) (31,4) (102,4) (33,4) (56,1) (29,2) (45,5) (70,5) (63,4) (72,4) (53,4) (83,4) (98,4) (76,1) (108,5) (18,3) (101,3) (36,5) (107,1) (14,4) (3,4) (94,5) (15,3) (100,2) (34,1) (92,5) (62,3) (41,4) (68,5)
|
||||||
|
(69,4) (8,1) (64,4) (4,3) (52,2) (91,4) (87,5) (14,5) (47,5) (51,5) (92,4) (77,1) (104,4) (90,1) (84,4) (70,3) (78,2) (37,1) (7,1) (31,4) (30,3) (46,3) (109,4) (50,4) (29,5) (32,4) (38,4) (11,4) (81,5) (88,3) (82,4) (21,1) (101,5) (63,1) (100,2) (89,2) (19,1) (12,4) (73,4) (1,1) (61,3) (34,4) (67,4) (48,4) (9,3) (80,5) (105,2) (96,5) (106,4) (97,4) (57,4) (33,1) (59,4) (93,4) (16,4) (94,1) (41,1) (107,4) (20,2) (26,4) (5,1) (3,3) (28,4) (56,2) (60,1) (65,4) (79,2) (6,2) (43,4) (72,4) (0,2)
|
||||||
|
(103,3) (57,4) (105,3) (56,2) (13,2) (80,1) (88,5) (10,4) (45,5) (81,4) (29,3) (34,1) (19,2) (22,4) (18,1) (17,5) (6,5) (24,1) (79,1) (21,4) (73,4) (83,4) (60,4) (55,1) (84,4) (3,3) (77,4) (42,4) (5,2) (11,5) (20,2) (40,3) (97,3) (12,4) (109,5) (30,4) (68,2) (74,4) (86,1) (31,2) (28,4) (102,1) (0,4) (101,1) (53,4) (76,4) (106,4) (43,3) (58,4) (96,4) (82,3) (100,3) (36,5) (71,5) (50,5) (14,4) (33,3) (8,5) (72,5) (70,4) (64,4) (26,4) (39,1) (99,1) (23,1) (1,3) (95,4) (47,5) (85,4)
|
||||||
|
(67,2) (4,4) (81,1) (100,3) (24,1) (80,5) (26,5) (37,1) (85,2) (66,4) (43,1) (57,5) (76,4) (90,5) (50,1) (87,4) (91,5) (28,2) (54,1)
|
||||||
|
(42,2) (65,5) (109,1) (92,5) (85,5) (80,4) (15,3) (86,5) (75,1) (11,4) (106,3) (31,2) (78,5) (36,4) (25,1) (59,2) (37,2) (21,4) (73,1) (9,4) (66,2) (83,3) (102,4) (63,3) (41,4) (40,1) (16,4) (104,5) (99,4) (20,5)
|
||||||
|
(94,4) (3,4) (29,2) (86,3) (19,1) (52,4) (109,4) (10,5) (31,4) (78,3) (34,1) (81,4) (30,5) (27,4) (12,4) (89,5) (105,3) (103,4) (48,3) (79,4) (16,2) (74,1) (4,4) (53,1) (38,3) (80,4) (73,4)
|
||||||
|
(21,1) (8,2) (62,2) (72,1) (98,3) (75,4) (89,2) (6,3) (51,1) (101,2) (57,5) (41,3) (83,4) (58,4) (88,2) (64,3) (37,1) (11,4) (16,4) (67,4) (102,5) (27,3) (44,5) (12,4) (5,1)
|
||||||
|
(77,1) (67,2) (94,4) (95,4) (28,1) (30,4) (88,1) (14,4) (98,5) (26,4) (41,4) (79,2) (71,1) (21,3) (97,2) (43,4) (38,4) (69,4) (104,5) (87,4) (47,4) (45,4) (36,4) (17,5) (72,4) (101,4) (105,4) (100,4) (108,5) (32,5) (75,5) (1,3) (63,3)
|
||||||
|
(39,3) (98,2) (22,3) (19,3) (78,1) (47,1) (31,4) (8,4) (91,5) (49,1) (5,5) (104,4) (46,3) (43,1) (56,3) (45,5) (100,3) (41,4) (53,5) (4,3) (108,3) (64,2) (101,2) (52,1) (90,4) (105,2) (25,3) (87,4) (102,4) (75,4) (2,4) (28,1) (6,3) (35,3) (81,4) (16,4) (37,4) (0,5) (103,5) (79,4) (74,3) (85,4) (60,4) (14,1) (89,2) (58,5) (66,5) (21,4) (107,4) (61,3) (44,2)
|
||||||
|
(37,3) (87,5) (88,3) (43,4) (24,1) (6,1) (28,4) (32,5) (99,1) (52,2) (83,2) (61,1) (97,1) (1,3) (36,2) (13,2) (21,4) (4,1) (57,2) (60,5) (92,2) (107,4) (86,1) (82,5) (10,5) (65,4) (48,1) (26,1) (47,4) (109,5) (93,5) (22,5) (14,4) (75,4) (17,5) (53,1) (38,4) (56,1) (15,1) (105,2) (85,4) (46,2) (19,1) (64,4) (33,5) (18,5) (91,5) (12,2) (0,4) (72,1) (98,2) (84,2) (96,4) (20,4) (27,1) (70,4) (81,1) (63,4) (42,3) (59,3) (103,1)
|
||||||
|
(13,2) (57,5) (42,2) (44,4) (14,3) (68,2) (109,1) (91,4) (46,3) (45,2) (61,1) (15,1) (94,5) (24,2) (22,3) (23,3) (76,4) (75,3) (4,3) (85,5) (71,4) (12,4) (30,5) (59,5) (81,4) (79,5) (93,4) (40,4) (105,2) (28,1) (102,4) (86,1) (88,4) (29,5) (19,4) (58,5) (9,4) (17,3) (26,3) (83,1) (34,4) (62,5) (63,2) (16,4) (47,3) (67,4) (33,5) (74,2) (72,2) (53,3) (73,1) (35,2) (49,1) (41,5) (77,4) (36,4) (69,4) (7,4) (6,4)
|
||||||
|
(60,1) (3,1) (10,4) (101,4) (104,3) (71,1) (11,5) (109,3) (22,5) (105,3) (48,1) (42,3) (0,3) (54,5) (52,2) (15,1) (100,4) (56,1) (36,4) (96,2) (90,5) (59,4) (82,4) (20,5) (28,2) (57,3) (43,3) (81,4) (98,1) (107,1) (19,2) (40,1) (58,5) (72,5) (32,5) (23,3) (102,4) (55,4) (12,4) (99,5) (91,4) (18,2) (39,2) (8,4) (53,3) (35,4) (84,4) (30,1) (79,4) (37,4) (80,1) (97,1) (87,3) (95,2)
|
||||||
|
(15,1) (37,1) (1,5) (80,3) (102,3) (31,1) (42,3) (95,5) (90,1) (41,4) (27,1) (70,1) (28,1) (59,4) (43,2) (24,5) (65,3) (84,5) (96,1) (83,5) (106,5) (46,5) (68,5) (32,3) (109,2) (61,2) (4,2) (0,4) (77,5) (75,5) (29,5) (89,4) (9,3) (57,4) (73,4) (97,2) (86,5) (50,1) (34,3) (78,5) (85,3) (35,4) (10,5) (74,2) (100,3) (18,5) (45,3) (58,3) (5,1) (91,4) (7,4) (103,2) (51,1)
|
||||||
|
(84,2) (21,4) (14,2) (16,4) (82,4) (50,3) (66,4) (92,4) (49,4) (85,1) (44,1) (103,5) (55,5) (17,2) (54,1) (34,3) (26,3) (90,1) (104,1) (30,4) (28,4) (27,4) (107,3) (60,4) (79,3) (23,2) (40,4) (20,4) (56,5) (4,3) (71,3) (39,4) (7,4) (70,3) (97,2) (94,4) (12,3) (31,4) (29,5) (2,2) (13,5) (88,4) (25,4) (93,1) (45,4) (108,5) (38,1) (1,1) (101,3) (78,1) (53,2) (95,4) (59,2) (36,4) (81,4) (106,4) (8,3) (86,5) (64,3) (98,4) (48,3) (57,4) (41,4) (32,4) (109,2)
|
||||||
|
(76,1) (74,2) (10,1) (55,2) (90,5) (109,3) (85,1) (59,2) (36,5) (80,2) (15,4) (91,4) (40,4) (9,4) (93,4) (45,2) (79,4) (103,5) (4,5) (72,4) (41,5) (47,4) (89,1) (19,3) (92,3) (26,2) (87,4) (31,5) (35,4) (60,4) (39,1) (71,3) (11,5) (37,1) (44,3) (29,2) (83,3) (52,1) (108,1) (98,5) (97,2) (7,4) (64,1) (102,4) (63,4) (22,4) (14,4) (56,3)
|
||||||
|
(82,4) (3,4) (32,3) (65,5) (13,5) (53,4) (47,4) (54,1) (91,3) (29,4) (103,1) (27,4) (0,4) (21,4) (63,5) (58,5) (41,4) (22,4) (31,4) (56,2) (89,4) (61,2) (18,5) (49,3) (77,3) (69,4) (55,5) (90,5) (98,4) (73,4) (39,5) (12,4) (99,4) (76,2) (7,1) (25,5) (66,4) (67,4) (52,1) (108,4) (85,3) (45,1) (38,4) (50,4) (37,5) (80,1) (62,4) (44,4)
|
||||||
|
(0,4) (2,5) (34,4) (44,1) (75,4) (41,5) (92,4) (12,5) (47,3) (38,3) (57,3) (23,2) (59,4) (16,4) (104,4) (101,2) (106,3) (9,4) (10,3) (33,1) (64,5) (67,2) (13,5) (71,3) (88,3) (27,4) (54,2) (20,2) (82,1) (28,3) (100,5) (81,4) (25,4) (66,5) (58,3) (29,1) (78,1) (74,2) (109,5) (91,2) (31,1) (46,4) (69,4) (40,2) (15,1) (5,1) (94,5) (55,4) (73,4) (99,5) (30,3) (105,2) (56,5) (50,4)
|
||||||
|
(76,4) (92,4) (68,5) (29,4) (23,3) (85,1) (100,1) (74,2) (79,1) (6,1) (40,4) (90,5) (55,5) (75,3) (16,4) (17,4) (41,4) (84,4) (35,2) (38,3) (97,4) (39,4) (8,1) (83,5) (9,4) (103,5) (101,4) (73,4) (59,2) (15,3) (54,3) (70,2) (93,3) (3,4) (65,1) (36,1) (44,1) (57,1) (28,4) (102,4) (50,3) (13,5)
|
||||||
|
(21,3) (5,3) (87,3) (69,4) (100,4) (56,4) (61,3) (38,3) (68,4) (26,2) (74,5) (40,4) (12,2) (13,4) (93,4) (67,1) (24,5) (85,4) (27,4) (23,4) (84,3) (104,1) (30,4) (49,3) (59,3) (105,5) (96,3) (29,2) (34,4) (35,5) (52,3) (80,4) (47,2) (41,2) (36,3) (95,5) (2,5) (109,1) (107,4) (103,2) (106,1) (15,2) (42,4) (108,2) (54,2) (45,4) (50,5) (77,5) (60,5) (46,4) (82,3) (19,5) (98,3) (88,4) (75,5) (86,4) (62,4) (53,2) (32,5) (91,2) (16,4) (97,5) (48,5) (6,5) (94,5) (17,3)
|
||||||
|
(95,3) (105,4) (69,2) (6,3) (36,5) (31,1) (78,4) (16,3) (60,1) (15,4) (57,3) (65,4) (46,4) (10,3) (28,5) (27,2) (33,4) (54,4) (56,5)
|
||||||
|
(103,2) (65,2) (7,2) (78,1) (97,2) (47,2) (6,1) (45,1) (55,5) (100,4) (50,1) (33,3) (12,4) (49,1) (0,5) (18,5) (20,3) (64,2) (24,3) (8,2) (66,3) (3,1) (52,5) (76,4) (108,3) (16,4) (70,2) (57,5) (75,4) (21,4) (101,5) (26,3) (37,2) (13,2) (84,3) (82,4) (102,1) (107,2) (46,2) (74,2) (42,4) (22,1) (71,4) (14,5) (94,1) (95,4) (56,1) (58,5) (79,4) (98,4) (27,5) (10,3) (92,2) (96,4) (61,4) (29,2) (30,2) (106,2) (59,4) (73,5) (32,3) (88,4) (2,3) (1,4) (72,1) (77,4) (5,2) (15,1) (53,2) (99,1) (4,3)
|
||||||
|
(26,2) (98,5) (43,2) (81,3) (101,2) (88,4) (36,4) (79,1) (85,2) (8,3) (15,4) (109,5) (11,3) (71,4) (29,4) (66,3) (80,1) (13,3) (70,2) (65,4) (34,1) (24,5) (78,5) (28,3) (67,3) (90,5) (33,4) (60,4) (62,4) (107,2) (95,5) (51,4) (6,2) (42,1) (25,4) (22,4) (102,2) (106,1) (69,5) (94,5) (86,2) (27,4) (3,5) (50,4) (96,5) (91,2) (45,2) (82,4) (61,1) (10,3) (46,4) (74,5) (100,1) (1,5) (54,2) (59,3) (18,5) (21,1) (40,4) (17,1) (9,1) (52,5)
|
||||||
|
(20,4) (16,2) (96,4) (88,5) (12,3) (36,4) (89,1) (66,5) (46,4) (24,4) (101,1) (84,4) (52,5) (106,4) (82,4) (39,1) (53,4) (83,3) (87,1) (25,5) (98,4) (57,5) (6,3) (54,1) (107,1) (4,4) (30,1) (43,5) (15,5) (10,2) (71,5) (67,5) (34,3) (23,2) (2,4) (14,5) (58,2) (63,4) (109,1) (33,4) (95,5) (103,3) (38,5) (90,5) (61,2) (0,1) (105,4) (60,4) (70,4) (104,4) (22,5) (45,2) (51,5) (17,4) (55,5) (47,1) (18,2) (93,3) (11,1) (79,4) (41,1) (44,4) (81,2) (19,1)
|
||||||
|
(107,1) (55,2) (5,4) (19,3) (6,1) (94,4) (67,4) (54,4) (69,3) (82,1) (103,2) (33,2) (20,2) (15,3) (53,3) (85,2) (76,4) (74,4) (72,2) (10,2) (109,1) (93,3) (61,1) (47,1) (63,2) (32,4) (90,3) (79,1) (100,5) (66,5) (80,4) (95,1) (38,2) (71,1) (2,5) (102,4) (7,5) (92,3) (83,4) (91,2) (70,4) (56,4) (97,5) (44,5) (106,2) (101,4) (35,4) (58,5) (60,1) (62,5)
|
||||||
|
(50,5) (68,4)
|
||||||
|
(84,4) (88,3) (5,4) (34,2) (72,1) (69,1) (37,4)
|
||||||
|
(81,2) (8,1) (75,5) (101,4) (9,3) (2,1) (58,4) (60,5) (46,4) (26,4) (87,5) (92,4) (85,4) (34,4) (63,3) (36,2) (21,4) (35,5) (91,3) (73,3)
|
||||||
|
(8,5) (15,4) (24,4) (42,5) (49,5) (18,2) (13,4) (100,4) (53,4) (39,3) (10,1) (25,1) (12,5) (3,5) (33,1) (65,3) (17,4) (76,5) (73,4) (91,4) (78,4) (22,4) (48,3) (109,2) (46,1) (99,1) (101,5) (43,3) (45,1) (36,2) (93,2) (70,2) (23,4) (58,4) (97,3) (108,4) (85,4) (67,5) (57,5) (44,1) (19,3) (88,1) (35,3) (68,1) (5,3) (75,5) (0,4) (89,3) (28,1) (105,4) (62,3) (104,2) (11,3) (38,5) (4,5) (29,4) (106,5) (6,1) (7,5) (80,1) (56,5) (61,2) (2,4) (96,3) (26,1) (86,1) (83,2) (84,1) (94,3) (51,2) (14,5)
|
||||||
|
(74,3) (85,3) (37,3) (79,3) (39,1) (63,4) (98,4) (2,4) (83,3) (97,3) (47,2) (52,2) (51,4) (73,4) (87,5) (55,3) (72,4) (48,4) (16,3) (64,5) (81,5) (88,5) (38,3) (103,2) (18,3) (58,1) (41,5) (80,2) (43,3)
|
||||||
|
(4,4) (62,4) (103,3) (81,2) (7,4) (14,4) (71,5) (59,4) (80,2) (88,3) (98,1) (60,3) (109,4) (99,2) (55,4) (26,4) (6,3) (64,4) (97,5) (15,3) (41,3) (21,4) (79,1) (10,1) (17,3) (96,3) (85,4) (52,5) (30,1) (106,4) (3,3) (105,4) (31,1) (72,2) (49,3) (95,3) (101,4) (66,4) (78,1) (9,3) (82,5) (20,4) (1,1) (100,4) (37,5) (42,1) (87,4) (86,3) (44,5) (48,3) (67,3) (46,3) (33,1)
|
||||||
|
(72,5) (108,2) (33,4) (36,5) (22,2) (69,4) (55,4) (2,1) (99,5)
|
||||||
|
(72,2) (91,1) (62,1) (77,1) (17,3) (78,5) (16,3) (22,5) (29,2) (68,4) (103,4) (100,5) (30,3) (97,5) (12,4) (38,2) (2,4) (5,5) (86,3) (96,3) (65,1) (24,5) (53,4) (27,5) (8,5) (34,4) (18,1) (80,1) (94,2) (9,1) (66,4) (71,5)
|
||||||
|
(76,4) (25,4) (55,4) (42,3) (106,2) (13,5) (78,4) (12,5) (7,4) (80,4) (51,1) (101,5) (40,5) (50,4) (98,4) (29,3) (24,3) (2,5)
|
||||||
|
(52,3) (4,1) (28,1) (48,3) (33,4) (44,3) (37,3) (6,3) (72,1) (40,4) (75,4) (15,5) (98,4) (61,4) (53,5)
|
||||||
|
(75,1) (23,1) (76,3) (61,2) (95,5) (18,5) (68,1) (85,1) (66,1) (84,2) (30,2) (43,2) (101,4) (83,5) (104,5) (21,3) (87,2) (77,3) (31,5) (71,4) (59,1) (62,4) (41,4) (78,3) (102,3) (86,1) (20,4) (82,3) (106,2)
|
||||||
|
(99,3) (82,1) (50,1) (107,4) (65,4) (15,1) (45,3) (104,1) (101,1) (56,3) (21,4) (87,2) (86,5) (59,3) (22,2) (16,5) (49,5) (11,5) (18,4) (75,5) (57,4) (33,3) (62,3) (69,4) (46,4) (63,2) (97,4) (14,3) (74,4) (105,1) (3,4) (100,4) (35,4) (38,1) (23,2)
|
||||||
|
(40,3) (87,4) (62,2) (25,1) (68,1) (20,5) (82,4) (15,5) (0,4) (21,4) (44,2) (23,5) (96,4) (33,2) (30,5) (93,1) (31,4) (61,5) (92,3) (102,2) (37,3) (58,5) (84,4) (43,1) (9,2) (79,1) (57,5) (14,1) (8,5) (35,1) (85,2) (36,1) (53,4) (90,3) (74,4) (69,2) (28,2) (46,1) (19,4) (48,4) (56,4) (54,2) (26,4) (104,4) (75,1) (105,2) (97,3) (91,4) (103,4) (49,3) (18,2) (64,4) (77,4) (71,2) (51,5) (67,3) (50,4) (2,4)
|
||||||
|
(102,4) (90,3) (42,2) (53,1) (86,1) (60,4) (27,1) (70,2) (47,1) (83,3) (51,3) (104,5) (21,2) (91,1) (8,2) (78,4) (1,4) (29,2) (100,4) (30,4) (85,2) (76,1) (67,2) (81,2) (23,5) (17,4) (9,5) (16,4) (25,5) (56,2) (64,5) (59,2) (87,2) (45,4) (98,1) (3,4) (36,5) (82,1) (28,3) (80,3) (33,3) (55,4) (24,2) (69,5) (72,3) (48,4) (32,2) (61,4) (73,4) (77,1) (84,1) (11,3) (40,5) (0,4) (31,4) (20,2) (18,5) (50,4) (63,4) (94,4)
|
||||||
|
(109,2) (0,2) (75,5) (104,4) (69,2) (25,3) (60,1) (67,3) (1,1) (95,1) (18,1) (76,5) (97,4) (50,3) (7,4) (70,4)
|
||||||
|
(101,4) (80,2) (63,4) (70,4) (79,5) (40,4) (65,1) (56,1) (47,1) (8,4) (67,2) (75,4) (68,2) (60,5) (1,5) (34,5) (87,2) (72,4) (97,2) (29,5) (69,2) (77,3) (20,4) (84,4) (41,4) (105,4) (38,2) (28,4) (6,2) (14,2) (98,4) (45,5) (48,3) (100,3) (86,4) (3,5) (19,3) (99,3) (18,4) (49,2) (27,3) (15,3) (17,4) (76,4)
|
||||||
|
(104,1) (49,4) (3,4) (94,2) (26,4) (88,5) (30,1) (68,2) (78,4) (99,1) (53,1) (10,4) (41,2) (52,4)
|
||||||
|
(17,3) (84,4) (63,5) (88,1) (22,5) (99,2) (33,4) (7,4) (71,5) (27,5) (62,3) (30,5) (28,4) (20,3) (96,3) (23,3) (12,1) (16,5) (5,4) (53,4) (61,1) (15,3) (82,3) (85,1) (36,5) (57,4) (24,3) (44,4) (51,2) (67,5) (86,3) (29,3) (2,2) (6,1) (54,4)
|
||||||
|
(84,3) (2,4) (88,4) (18,4) (5,2) (40,5) (95,2) (87,4) (52,4) (43,5) (108,4) (61,4) (20,1) (42,4) (11,4) (66,4) (12,3) (38,3) (92,5) (109,3) (82,1) (60,1) (24,3) (7,1) (75,5) (31,1) (41,5) (80,3) (53,5) (17,4) (23,4) (96,4) (64,4) (48,5)
|
||||||
|
(31,1) (104,1) (73,1) (8,3) (76,5) (89,1) (98,2) (32,1) (68,4) (2,4) (28,5) (91,1) (37,1) (56,5) (65,2) (47,1) (83,2) (0,3) (46,3) (62,3) (101,4) (30,4) (74,5) (69,5) (18,4) (67,5) (95,3) (102,5) (99,4) (53,5) (66,3) (86,2) (10,4) (44,3) (1,4)
|
||||||
|
(75,4) (50,4) (54,5) (43,3) (61,2) (37,4) (0,4) (85,3) (6,4) (11,5) (8,2) (107,4) (44,1) (97,1)
|
||||||
|
(37,4) (62,4) (16,3) (106,2) (34,1) (12,4) (2,4) (72,4) (21,4) (14,2) (31,1) (20,1) (66,4) (103,4) (25,2) (48,2) (99,1) (77,1) (94,2) (33,4) (75,4) (102,2) (13,1) (86,5) (78,3) (79,1) (96,1) (18,2) (92,3) (88,1) (107,4) (26,2)
|
||||||
|
(59,2) (2,5) (14,3) (22,5) (49,2) (80,4) (108,4) (8,4) (105,3) (81,3) (33,3) (7,5) (89,5) (47,1) (65,4) (68,3) (28,5) (13,1) (45,4) (11,3) (57,3) (103,1) (109,2) (39,1) (67,5) (95,1) (41,2) (29,2) (30,5) (34,1) (26,3) (84,4) (10,4) (15,3) (19,1) (91,4) (62,4) (6,1) (74,4) (61,5) (1,1) (73,2) (98,4) (72,1) (23,4) (18,4) (27,3) (83,3) (3,4) (93,4) (0,4) (82,4) (101,2) (102,2) (50,1) (46,3) (48,5) (66,2) (44,4) (16,2) (17,1) (5,4) (69,4)
|
||||||
|
(15,4) (62,2) (7,3) (79,4) (60,5) (17,2) (89,3) (35,5) (14,2) (65,3) (78,4) (106,4) (47,4) (33,4) (50,5) (26,5) (103,4) (31,5) (71,4) (85,4) (28,4) (88,4) (20,5) (45,2) (55,4) (18,3) (64,5) (104,5) (63,1) (40,2) (6,3) (84,5) (59,4) (96,1) (8,3) (87,1) (10,1) (80,1) (58,4) (83,5) (91,3) (70,4) (9,1) (69,1) (41,5) (49,2) (54,3) (90,1) (72,5) (101,3) (92,2) (38,3) (42,4) (51,5) (44,5) (56,3) (95,4) (52,5)
|
||||||
|
(35,4) (96,4) (52,2) (19,4) (25,2) (64,2) (54,1) (3,4) (33,5) (91,4) (105,4) (109,3) (68,4) (15,2) (88,4) (56,1) (44,4) (51,5) (87,4) (2,5) (50,5) (72,5) (60,4) (98,2) (38,4) (40,5) (90,3) (39,4) (95,4) (82,4) (92,5) (47,5) (97,2) (29,4) (42,4) (12,3) (108,4) (80,5) (7,4) (45,4) (83,4)
|
||||||
|
(84,2) (77,1) (27,4) (88,3) (100,1) (80,2) (5,5) (91,2) (82,4) (70,3) (39,5) (49,2) (7,2) (57,1) (23,1) (95,2) (36,2) (92,4) (31,2) (48,2) (29,5) (44,4) (43,3) (96,5) (79,5) (46,4) (98,4) (85,4) (34,2) (99,4) (38,1) (97,5) (35,5) (102,5)
|
||||||
|
(74,3)
|
||||||
|
(79,4) (24,5) (107,1) (88,4) (82,4) (67,2) (44,1) (52,3) (23,3) (86,1) (37,5) (69,5) (49,4) (25,3) (13,1) (61,5) (81,4) (16,5) (58,1) (33,4) (93,5) (95,1) (100,4) (98,1) (42,4) (5,3) (74,1) (43,3) (99,3) (27,1) (8,5) (91,2) (75,1) (29,3) (64,3)
|
||||||
|
(2,4) (68,4) (48,3) (82,2) (83,4) (69,2) (26,5) (37,4) (4,2) (72,4) (15,4) (7,5) (88,4) (61,3) (71,5) (34,4) (40,5) (81,4) (14,5) (73,3) (43,5) (102,3) (29,4) (65,2) (66,4) (106,2) (16,3) (10,1) (0,4) (76,2) (95,2) (12,1) (53,4) (75,4) (80,4) (45,2) (42,3) (58,2) (104,3) (33,2) (20,3) (8,4)
|
||||||
|
(19,3) (70,2) (103,2) (62,5) (79,4) (21,4) (60,2) (0,5) (46,2) (104,2) (45,5) (93,5) (26,1) (73,1) (3,3) (29,4) (90,1) (49,2) (5,4) (72,1) (105,4) (98,1) (76,4) (88,5) (23,1) (9,1) (10,5) (64,2) (32,1) (40,3) (57,1) (36,3)
|
||||||
|
(42,2) (92,3) (50,2) (95,2) (18,5) (9,3) (21,2) (61,2) (44,4) (59,4) (51,4) (66,5) (25,4) (0,5) (4,4) (65,1) (38,4) (13,4) (53,2) (23,4) (7,4) (70,5) (3,1) (58,4) (106,3) (67,2) (46,3) (68,3) (49,5) (19,2) (109,5) (81,4) (34,2) (56,1) (1,3) (15,1)
|
||||||
|
(37,5) (68,4) (104,2) (83,5) (47,2) (67,4) (21,3) (107,1) (59,1) (103,1) (48,1) (77,2) (63,3) (89,3) (26,3) (81,2) (69,4) (86,5) (13,3) (22,5) (44,4) (45,3) (100,3) (97,4) (90,4) (51,3) (25,4) (64,3) (30,2) (93,3) (82,4) (70,5) (27,4) (91,2) (53,1) (52,4) (84,5) (80,4) (6,4) (106,3) (55,4) (85,2) (0,4) (61,2) (94,4) (96,4) (35,3) (78,4) (1,4)
|
||||||
|
(87,3) (17,1) (26,4) (95,2) (54,4) (7,5) (60,4) (83,1) (20,4) (106,1) (99,2) (71,4) (21,1) (16,4) (9,4) (68,3) (73,4) (69,4) (4,3) (81,5) (86,4) (27,5) (97,1) (50,5) (8,2) (65,4) (47,4) (43,3) (52,1) (5,3) (6,3) (55,1) (51,2) (18,3) (98,3) (13,3) (102,4) (78,5) (67,1) (79,1) (38,3) (3,4) (58,5) (64,5) (24,5) (42,2) (48,5) (37,1) (23,4) (84,2) (22,1) (44,4)
|
||||||
|
(93,5) (84,1) (99,4) (103,1) (39,3) (108,1) (33,5) (63,3) (29,3) (56,4) (2,2) (34,5) (74,4) (79,3) (5,3) (77,4) (85,2) (105,4) (78,4) (80,3) (3,2) (47,3) (104,3) (7,5) (53,5) (43,4) (38,5) (17,2) (45,5) (89,4) (36,4) (71,2) (109,3) (60,5) (48,4) (62,1) (102,1) (72,5) (8,4) (25,4) (107,1) (91,4) (90,1) (15,1) (69,4) (16,4) (106,1) (14,3) (81,1) (44,4) (97,5) (4,4) (23,2) (65,1) (68,4) (27,4) (50,2) (88,3) (12,3) (10,5) (75,2) (95,1) (11,2) (64,5) (0,4)
|
||||||
|
(73,3) (75,2) (77,5) (64,3) (37,1) (14,3) (3,1) (57,3) (25,4) (13,4) (46,4) (61,2) (88,4) (74,4) (33,5) (47,1) (94,2) (69,5) (60,2) (97,2) (18,1) (105,5) (76,1) (21,4) (67,4) (109,2) (96,2) (103,3) (87,4) (58,4) (106,4) (84,1) (34,1) (68,2) (85,4) (101,5) (29,5) (63,5) (71,4) (7,4) (50,3) (39,2) (0,5) (1,4) (51,1) (40,4)
|
||||||
|
(79,4) (105,1) (55,5) (94,1) (67,4) (70,1) (109,4) (80,5) (19,4) (35,4) (48,2) (3,4) (108,5) (28,2) (95,4) (53,2) (33,4) (4,1) (91,3) (50,1) (89,1) (107,1) (16,4) (46,5) (29,2) (52,4) (71,2) (13,1) (98,4) (92,5) (51,2) (74,4) (57,3) (78,4) (69,2) (72,2) (11,1) (31,3) (76,1) (88,2) (65,2) (77,5) (54,4) (21,4) (90,1) (6,5) (60,3) (101,1) (75,2) (2,4) (18,2) (26,4) (27,5) (87,1) (10,3) (5,3) (12,5) (14,3)
|
||||||
|
(69,4) (84,3) (68,5) (8,5) (20,3) (49,3) (10,4) (47,5) (39,2) (90,3) (108,1) (26,3) (18,2) (82,4) (37,5) (42,4) (4,5) (83,4) (38,4) (25,3) (109,4) (9,4) (5,5) (106,2) (30,4) (99,3) (32,3) (72,2) (2,1) (16,4) (35,3) (73,5) (13,5) (65,3) (105,1) (63,4) (28,5) (59,2) (51,5) (79,3) (44,4) (23,4) (53,1) (21,3) (36,4) (67,4) (58,1) (45,2) (81,2) (97,3) (74,4) (41,4) (57,3) (0,3) (60,5) (56,4) (107,4) (1,2) (88,4) (40,1) (55,4) (104,5) (66,4) (6,3) (52,3) (95,4)
|
||||||
|
(1,5) (69,4) (73,5) (50,1)
|
||||||
|
(14,4) (91,4) (20,2) (59,4) (69,1) (104,5) (73,3) (7,5) (76,2) (49,5) (109,4) (50,4) (55,5)
|
||||||
|
(8,1) (39,1) (60,4) (17,5) (70,4) (51,1) (6,1) (7,1) (72,1) (53,4) (81,2) (35,1) (34,4) (52,4) (104,2) (109,5) (16,3) (48,5) (50,4)
|
||||||
|
(54,4) (94,4) (28,2) (73,2) (58,4) (1,3) (59,4) (109,5) (97,1) (13,1) (43,4) (8,4) (7,4) (64,2) (96,4) (60,1) (74,2) (78,3) (75,1) (63,4) (102,3) (2,2) (10,3) (6,2) (24,1) (52,2) (79,2) (18,1) (3,5) (95,4) (9,5) (85,4) (36,3) (61,4) (16,4) (69,5) (12,2) (34,3) (86,4) (104,4) (106,1) (92,3) (5,1) (57,5) (40,1) (31,1) (41,3) (98,4) (71,2) (22,4) (108,5) (20,4) (19,4) (107,2) (93,3) (72,2) (46,3) (49,4) (103,1)
|
||||||
|
(79,4) (46,2) (90,4) (98,1) (106,1) (18,4) (28,5) (64,5) (50,3) (8,4) (71,3) (94,1) (42,4) (2,5) (74,4) (45,1) (85,2) (73,3) (60,2) (32,3) (19,1) (99,2) (38,4) (61,2) (89,2) (96,4) (58,1) (35,4) (12,4) (63,4) (40,5) (33,5) (72,2) (36,4) (57,4) (108,4) (14,1) (95,4) (107,2) (6,4) (47,4) (11,5) (86,3) (41,2) (81,1) (66,4)
|
||||||
|
(6,5) (55,2) (84,2) (42,3) (57,4) (12,2) (48,3) (108,3) (47,5) (17,4) (39,4) (40,1) (63,5) (102,3) (89,3) (22,4) (103,3) (62,4) (82,4) (52,4) (93,1) (43,5) (83,2) (30,1) (98,4) (8,1) (53,5) (37,4) (0,1) (75,4) (60,1) (1,1) (34,2) (66,1) (44,4) (20,5) (51,3) (72,3) (95,4) (9,4) (79,3) (14,2) (70,3) (109,5) (100,4) (10,3) (18,2) (2,1) (88,4)
|
||||||
|
(100,2) (44,4) (36,3) (94,1) (69,3) (95,4) (10,5) (12,4) (32,4) (80,1) (30,4) (1,2) (88,4) (27,2) (28,5) (62,4) (38,3) (49,2) (57,3) (9,3) (48,1) (60,4) (71,5) (103,4) (101,4) (102,1) (81,3) (77,5) (34,1) (68,2) (89,1) (21,5) (51,5) (7,4) (109,2) (4,4) (14,3) (52,4) (92,3) (96,4) (31,5) (72,2) (78,3) (58,3) (11,1) (45,1) (85,3) (74,1) (24,4)
|
||||||
|
(35,2) (108,3) (47,5) (19,3) (91,1) (106,4) (53,4) (99,4) (27,1) (36,4) (41,5) (89,4) (95,1) (28,2) (22,3) (74,5) (5,1) (11,1) (8,1) (48,4) (54,4) (31,4) (30,1) (10,2) (37,5) (65,1) (18,2) (40,5) (72,3) (59,4) (33,4) (1,4) (105,3) (23,4) (68,4) (73,3) (12,1) (97,2) (52,3) (6,3) (62,5) (81,3) (20,5) (64,5) (15,2) (60,2) (29,2) (102,5) (49,3) (101,4) (39,3) (66,3) (77,5) (9,2)
|
||||||
|
(40,4) (63,1) (53,5) (37,1) (103,4) (7,4) (19,4) (79,2) (29,2) (100,1) (56,4) (65,2) (54,4) (48,1) (17,5) (34,2) (90,5) (61,3) (81,3) (6,5) (0,4)
|
||||||
|
(102,5) (9,4) (15,3) (61,4) (23,4) (88,2) (13,2) (1,2) (37,4) (86,2) (82,4) (101,2) (42,1) (43,1) (22,2) (67,1) (35,2) (34,3) (5,4) (77,5) (98,5) (46,4) (39,2) (62,1) (8,2) (27,2) (32,4) (18,1) (40,3) (97,3) (95,3) (63,4) (48,5) (81,4) (59,4) (69,2) (105,4) (50,2) (83,4) (74,1) (47,1) (104,2) (16,5) (6,4) (108,3) (93,2) (49,2) (20,2) (52,3) (11,5) (4,3) (90,1) (64,5) (73,5) (44,5) (89,5) (29,1) (70,2) (26,4) (103,1) (91,4) (71,2) (54,3) (76,5) (80,4) (57,4) (66,5) (78,2)
|
||||||
|
(95,3) (55,1) (42,2) (37,3) (98,4) (59,4) (99,2) (68,2) (20,3) (22,2) (107,5) (104,1) (39,3) (36,4) (38,3) (63,2) (64,3) (66,4) (33,3) (11,1) (100,4) (3,1) (65,3) (75,4) (91,3) (62,4) (31,4) (15,4) (19,5) (105,1) (103,5) (26,1) (48,5) (93,4)
|
||||||
|
(35,5) (50,1) (11,2) (1,5) (22,4) (105,2) (17,3) (51,3) (36,1) (21,5) (100,1) (68,2) (84,3) (95,5) (59,4) (85,4) (34,5) (106,3) (61,4)
|
||||||
|
(90,4) (70,2) (74,2) (72,5) (86,4) (59,5) (0,5) (38,4) (98,4) (104,1) (53,4) (29,2) (13,4) (64,3) (95,4) (68,3) (54,3) (62,2) (24,4) (30,2) (76,4) (87,4) (73,1) (34,5) (99,2) (60,1) (17,4) (67,5) (8,4) (66,4) (32,4) (105,4) (80,3) (93,2) (12,3) (63,4) (47,2) (78,4) (85,3) (20,4) (21,5) (51,2) (10,5) (44,3) (14,1) (108,5) (23,1) (33,3) (77,2) (75,2) (5,1) (65,4) (102,5) (97,4) (55,4) (83,4) (9,5) (50,3) (22,1) (107,4) (37,4) (71,4) (94,2) (84,5) (49,3) (45,3)
|
||||||
|
(11,4) (28,3) (12,4)
|
||||||
|
(65,2) (62,1) (48,5) (18,2) (60,1) (29,1) (10,4) (72,4) (97,1) (30,4) (73,3) (78,1) (12,5) (20,1) (17,3) (43,5) (59,4) (80,3) (70,2) (92,4) (36,1) (84,5) (76,4) (67,4) (68,1) (41,4) (27,3) (28,4) (8,3) (98,2) (33,1) (42,5) (49,2) (90,5) (102,4) (56,5) (96,4) (4,5) (0,4) (88,3) (6,2) (3,5) (108,4) (1,5) (109,1) (7,3) (21,5) (71,2) (75,2) (46,2) (77,4) (100,5) (89,5) (61,5) (54,5) (57,3) (24,3) (83,1) (99,2) (19,5) (16,3) (9,5)
|
||||||
|
(90,2) (76,5) (67,1) (94,4) (49,5) (40,1) (70,5) (104,4) (18,5) (47,4) (25,3) (82,4) (41,4) (20,3) (79,4) (23,4) (56,3) (4,3) (11,5) (48,2) (28,1) (66,1) (52,3) (22,4) (92,3) (30,1) (38,2) (91,3) (43,4) (32,2) (51,4) (5,4) (88,5) (99,4) (75,5) (109,3) (12,4) (15,1) (95,4) (72,3) (53,5) (24,2) (84,2) (6,2) (77,3) (106,5)
|
||||||
|
(64,4) (85,1) (76,4) (51,1) (99,4) (59,2) (32,4) (78,5) (95,2) (91,5) (98,2) (56,3) (60,4) (54,2) (8,5) (11,4) (82,2) (102,4) (93,2) (77,2) (74,1) (92,2) (7,2) (88,5) (1,4) (19,4) (26,4) (75,2) (35,2) (39,2) (42,3) (65,5) (52,3) (53,4) (73,5) (71,3) (22,4) (90,4) (50,1) (30,1) (24,3) (46,4) (89,2) (86,1) (94,5) (79,1) (107,4) (105,3) (97,4) (67,4) (16,2) (6,4) (29,4) (62,4) (28,3) (104,3) (5,4) (69,4) (15,4) (81,2) (21,4) (3,1) (40,3) (61,4)
|
||||||
|
(47,1)
|
||||||
|
(44,1) (62,5) (27,1) (54,1) (98,4) (92,4) (43,2) (69,4) (39,3) (78,3) (67,5) (49,5) (47,4) (21,3) (35,2) (0,3) (108,4) (52,1) (51,4) (59,2) (103,4) (63,3) (100,2) (57,4) (60,1) (10,2) (5,4) (72,2) (107,4) (86,4) (105,4) (89,5) (104,1) (8,4) (11,3) (40,5) (6,1) (36,1) (7,1) (18,3) (58,4) (31,3)
|
||||||
|
(57,4) (68,2) (105,1) (60,1) (81,2) (64,1) (69,4) (48,5) (34,4) (9,3) (77,4) (70,1) (33,4) (24,4) (108,1) (92,1) (97,5) (18,4) (7,2) (50,2) (3,1) (58,4) (45,4) (35,2) (2,1) (100,3) (83,4) (4,5) (47,1) (99,2) (86,2) (87,4) (62,1) (38,4) (28,4) (84,3) (80,5) (103,2) (26,5) (72,4) (15,3) (17,2) (42,1) (8,2) (41,2)
|
||||||
|
(93,4) (37,1) (12,5) (57,2) (78,1) (29,4) (72,4) (25,3) (60,4) (43,4) (23,5) (18,4) (71,4) (49,4) (73,3) (98,1) (109,4) (107,2) (44,4) (36,3) (103,5) (38,4) (108,3) (45,3) (5,5) (87,4) (66,1) (34,1) (55,4) (40,4) (47,1) (91,4) (7,4) (105,1) (42,5) (48,3) (41,2) (95,4) (0,1) (81,4) (20,5) (75,5) (100,2) (83,3) (86,3) (88,3) (82,2) (62,3) (76,2) (28,1) (85,4)
|
||||||
|
(26,2) (46,4) (99,2) (21,1) (102,5) (52,4) (86,4) (23,5) (108,1) (50,4) (62,3) (59,3) (55,1) (60,2) (83,4) (20,4) (15,3) (82,4) (39,2) (81,3) (68,1)
|
||||||
|
(98,5) (76,4) (104,4) (25,4) (83,4) (15,4) (34,5) (10,5) (73,3) (47,3) (16,3) (23,4) (93,5) (86,4) (4,1) (56,4) (80,5) (64,4) (97,5) (43,1) (32,4) (54,3) (99,5) (94,1) (95,5) (1,1) (18,4) (38,3) (78,4) (27,1) (91,3) (28,5) (2,4) (81,5) (62,5) (33,4) (21,5) (46,5) (77,2) (8,4) (109,4) (9,4) (14,4) (37,2) (55,1) (17,4) (79,4) (63,1) (42,4) (35,2)
|
||||||
|
(107,4) (62,4) (76,4) (45,4) (99,5) (41,2) (24,2) (0,1) (69,3) (85,2) (66,4) (6,3) (43,4) (73,1) (37,5) (33,4) (79,4) (34,5) (30,5) (61,5) (86,4) (32,3) (63,4)
|
||||||
|
(5,1) (71,4) (69,1) (99,1) (76,4) (88,1) (0,1) (106,2) (19,4) (32,4) (94,4) (54,2) (105,4) (41,4) (9,5) (98,4) (40,4) (35,2) (2,4) (86,5) (61,2) (6,1) (23,5) (11,1) (48,4) (102,5) (109,1) (70,4) (67,3) (22,4) (74,4) (37,4) (84,3) (30,3) (4,5) (24,4) (57,4) (20,1) (42,2) (72,1) (14,5) (50,1) (73,5) (12,3) (66,1) (77,4) (52,3) (53,2) (34,5) (15,5) (46,1) (21,5) (38,1) (25,1) (7,5)
|
||||||
|
(42,2) (82,3) (43,4) (28,4) (45,3) (63,5) (106,4) (2,4) (5,5) (38,4) (84,3) (41,2) (95,5) (17,3) (4,4) (77,2) (73,4) (99,5) (74,1) (46,4) (91,3) (61,5) (76,4) (88,4) (29,3) (71,3) (20,1) (79,3) (51,2) (6,2) (22,1) (70,4) (10,5) (102,2) (65,4) (55,4) (31,2) (21,1) (67,4) (101,2) (37,3) (83,2) (27,3) (97,2) (53,2) (0,5) (56,4) (59,1) (81,1) (80,4) (48,5) (69,4) (93,4) (26,2) (60,4) (89,4) (57,1) (32,2) (78,1) (14,5) (104,3) (105,2) (8,3) (86,2) (18,4) (24,1) (96,1) (87,3)
|
||||||
|
(56,5) (46,3) (66,4) (109,4) (35,1) (102,2) (6,2) (7,1) (61,4) (72,5) (96,4) (76,1) (44,4) (23,4) (11,4) (1,1) (84,1) (100,5) (47,2) (13,3) (67,4) (12,2) (62,2) (101,1) (27,4) (16,4) (55,4) (86,3) (92,4) (83,2) (24,3) (57,4) (25,5) (4,3) (69,2) (20,4) (99,4) (78,2) (87,4) (90,1) (33,2) (80,2) (48,5) (19,1) (74,5) (82,4) (3,5) (60,4) (58,5) (17,3) (85,4) (91,1) (93,2) (39,3) (29,3) (32,2) (95,4) (108,3) (36,4) (2,1) (68,2) (88,4) (28,4)
|
||||||
|
(95,3) (53,5) (74,4) (29,2) (70,1) (48,2) (96,3) (76,2) (89,4) (9,4) (87,2) (93,5) (52,2) (2,4) (68,1) (19,4) (88,3) (50,4) (21,5) (64,1) (80,4) (90,1) (73,4) (84,1) (92,3) (69,4) (45,1) (3,1) (99,4) (23,4) (100,4) (60,5) (38,3) (57,3) (75,3) (79,4) (15,4) (7,2) (63,4)
|
||||||
|
(53,2) (81,3) (7,3) (70,1) (15,1) (35,1) (26,5) (72,3) (52,3) (40,4) (96,5) (12,3) (18,5) (93,1) (64,4) (38,4) (58,3) (78,2) (20,5) (55,4) (54,4) (45,5) (73,3) (84,3) (42,1) (88,4) (98,4) (48,1) (47,3) (75,2) (101,4) (102,5) (79,2) (46,4) (6,5) (43,3) (17,2) (0,4) (32,3) (74,3) (71,2) (85,4) (66,1) (28,1) (56,5) (103,4) (39,4) (31,5) (80,2) (97,4) (41,5) (24,1) (27,3) (91,4) (22,2)
|
||||||
|
(95,3) (107,3) (89,2) (35,2) (8,3) (16,5) (31,4) (56,4) (91,2) (5,5) (2,5) (92,5) (105,4) (101,4) (34,2) (27,5) (58,4) (70,5) (52,3) (14,1) (54,4) (85,1) (48,5) (94,2) (78,2) (108,3) (3,4) (40,4) (18,3) (10,5) (12,2) (21,1) (49,4) (98,4) (44,3) (65,5) (100,5) (19,3) (71,4) (42,5) (61,4) (1,4) (13,1)
|
||||||
|
(31,2) (47,1) (64,1) (30,3) (79,4) (50,4) (55,4) (10,4) (45,3) (85,3) (20,4) (27,3) (41,2) (92,4)
|
||||||
|
(61,5) (100,4) (72,3) (65,5) (8,4) (4,5) (7,2) (52,2) (41,2) (109,4) (53,5) (0,5) (91,4) (108,1) (103,3) (21,4) (26,4) (18,2) (98,5) (1,2) (38,3) (28,4) (32,2) (102,4) (45,3) (66,5) (34,5) (43,1) (30,1) (63,2) (73,5) (44,1) (93,4) (97,5) (15,4) (17,1) (78,4) (13,1) (79,5) (42,4) (80,1) (62,4) (81,4) (3,2)
|
||||||
|
(108,3) (63,1) (73,2) (51,3) (67,4) (49,5) (68,2) (95,4)
|
||||||
|
(20,5) (59,5) (42,5) (72,4) (28,5) (44,4) (43,3) (40,3) (50,4) (24,2) (94,5) (86,1) (103,3) (87,4) (98,4) (47,5)
|
||||||
|
(95,4) (97,5) (39,5) (33,5) (47,4) (40,5) (9,3) (62,2) (29,4) (7,3) (1,4) (21,4) (89,4) (37,5) (49,2) (15,2) (19,4) (58,4) (12,3) (5,3) (44,1) (109,4) (4,4) (64,4) (96,4) (6,4) (22,1) (105,4) (78,4) (23,4) (10,5) (69,4) (32,4) (2,1) (75,2) (13,4) (101,5) (27,3) (102,1) (20,4) (56,5) (16,5) (103,5) (51,3) (52,3) (107,1) (84,4) (76,5) (68,3) (67,1) (48,3) (98,3) (57,1) (54,3) (26,5) (87,4) (92,5) (55,4) (73,4) (3,3) (79,1) (65,4) (91,2) (45,4) (43,3) (60,4) (41,4) (93,3)
|
||||||
|
(79,5) (23,3) (65,4) (11,5) (107,3) (93,4) (33,1) (1,3) (21,2) (6,3) (77,2) (88,4) (104,4) (71,2) (99,2) (106,3) (75,5) (105,1) (51,4) (67,5) (12,5) (66,1) (0,3) (18,3) (47,5) (36,1) (72,4) (100,2) (13,3) (62,3) (82,3) (27,4) (38,2) (46,1) (9,3) (69,4) (3,4) (57,2) (78,3) (84,2) (20,4) (10,1) (96,4) (24,5) (53,2) (76,4) (94,4) (55,2) (43,5) (49,3) (5,3) (2,1) (89,3) (41,3) (85,1) (97,4) (25,1) (15,4) (103,3) (95,4)
|
||||||
|
(102,4) (85,4) (40,3) (46,1) (58,4) (108,1) (91,3) (105,1) (96,3) (94,3) (32,2) (37,3) (20,4) (6,4) (78,3)
|
||||||
|
(45,4) (41,4) (80,5) (11,4) (67,4) (24,4) (37,4) (42,4) (59,2) (76,4) (10,2) (15,4) (61,5) (14,4) (109,4) (97,4) (100,1) (62,4) (65,5) (47,3) (23,5) (70,5) (25,1) (31,4) (69,4) (84,4) (99,5) (98,1) (103,4) (53,5) (74,2) (87,1) (1,4) (48,4) (107,4) (104,4) (30,3) (44,3) (90,3) (89,1) (82,5) (5,5) (72,1) (26,4) (28,2) (102,4) (79,2) (85,1) (6,3) (49,3) (77,4) (71,4) (36,5) (92,4) (13,3) (86,5) (3,2) (78,4)
|
||||||
|
(33,2) (97,3) (74,2) (108,5) (2,5) (50,4) (78,1) (67,1) (83,5) (40,4) (70,2) (95,4) (93,1) (75,5) (65,4) (41,4) (79,4) (23,1) (48,1) (25,4) (57,3) (12,1) (28,1) (107,5) (16,1) (18,4) (31,5) (15,4) (3,3) (106,2) (0,3) (44,4) (10,5) (76,1) (46,5) (47,1) (101,4) (68,4) (103,2) (24,1) (81,3) (36,4) (56,1) (82,5) (85,1) (19,4) (32,2) (60,4) (72,3) (20,5) (54,3) (9,4) (22,3) (92,5) (11,1)
|
||||||
|
(75,5) (19,3) (29,1) (102,5) (40,4) (61,1) (46,5) (59,4) (52,5) (84,4) (4,2) (43,1) (106,4) (55,3) (90,1) (82,1) (63,5) (32,5) (34,1) (36,4) (8,1) (6,4) (15,5) (23,5) (89,1) (48,4) (81,5) (50,4) (95,5) (88,1) (83,5) (78,3) (76,2) (104,3) (103,1)
|
||||||
|
(19,5) (89,2) (63,4) (3,3) (83,1) (77,5) (79,5) (82,4)
|
||||||
|
(23,4) (65,5) (71,4) (60,3) (103,2) (30,1) (54,1) (1,5) (38,3) (69,4) (78,4) (108,4) (56,4) (99,4) (102,1) (70,5) (95,3) (88,4) (25,2) (41,1) (72,4) (9,2) (39,4) (27,1) (105,5) (79,1) (57,2) (47,5) (104,5) (17,4) (92,4) (81,1) (14,3) (91,4) (82,2) (10,2) (100,4) (22,5) (42,3) (40,5) (12,1) (83,5) (77,5) (20,3) (107,3) (76,2) (18,4) (66,5) (80,1) (61,5) (15,5) (73,1) (84,2) (24,4) (89,4) (37,1)
|
||||||
|
(37,4) (64,2) (67,2) (78,4) (38,2) (6,1) (86,4) (32,4) (91,5) (5,2) (12,4) (70,1) (20,1) (92,1) (53,5) (48,1) (24,5) (79,2) (14,5) (22,2) (51,4) (61,3) (49,5) (23,3) (19,2) (100,4) (95,4) (66,4) (69,5) (30,3) (75,2) (102,4) (81,2) (89,2) (65,4) (59,5) (63,1) (107,5) (28,2) (96,3) (7,3) (94,3) (90,5) (42,5) (44,1) (52,5) (68,4) (83,4) (31,4) (40,4) (97,4) (34,2) (101,1) (21,5) (60,3) (46,1) (39,5)
|
||||||
|
(102,5) (42,1) (69,1) (18,2) (68,1) (49,4) (79,1) (0,1) (2,3) (10,4) (28,4) (88,2) (100,2) (24,4) (40,1) (22,4) (91,3) (58,4) (92,2) (51,4) (14,4) (82,4) (96,4) (30,2) (97,1)
|
||||||
|
(18,4) (44,3) (93,4) (75,4) (2,4) (105,4) (95,4) (49,4) (55,3) (32,1) (50,5) (69,5) (65,1) (17,3) (6,2) (107,5) (79,5) (53,4) (29,2) (15,4) (92,5) (33,2) (8,5) (86,1) (37,3) (106,1) (0,3) (78,2) (82,1) (46,5) (94,4) (89,2) (98,4) (96,5) (10,1) (88,2) (91,5) (26,1) (66,4) (19,5) (3,2) (72,4) (64,4) (60,2) (28,2) (48,4) (73,5) (67,4) (62,5) (43,5) (23,5) (14,4) (40,2) (45,1) (56,3) (109,4) (70,2) (21,1) (30,2) (90,5) (108,2) (84,1)
|
||||||
|
(43,2) (53,5) (79,3) (5,3) (48,2) (80,5) (83,5) (47,1) (42,5) (64,3) (104,5) (45,3) (18,5) (44,4) (58,4) (8,4) (3,4) (23,1) (24,1) (73,2) (60,4) (62,4) (4,1) (88,4) (94,4) (1,4) (91,4) (66,5) (109,3) (7,1) (57,4) (72,5) (74,5) (97,5) (6,1) (68,5) (13,3) (39,5) (95,1) (108,5) (55,1)
|
||||||
|
(39,1) (63,4) (96,1) (34,5) (28,4) (45,5) (1,5) (64,2) (101,1) (74,4) (2,4) (75,5)
|
||||||
|
(23,3) (63,4) (71,1) (1,3) (14,1) (5,4) (57,5) (60,3) (33,1) (0,4) (107,1) (12,3) (43,3) (83,4)
|
||||||
|
(56,1) (65,1) (67,4) (89,2) (52,4) (99,2) (63,5) (60,4) (27,4) (107,4) (75,2) (34,5) (55,1) (12,4) (74,2) (4,5) (102,3) (68,5) (31,1) (101,4) (108,4) (11,4) (96,4) (71,5) (59,4) (21,5) (8,4) (0,5) (54,4) (6,4) (22,5) (42,4) (26,1) (53,2) (15,5) (49,2) (62,2) (43,4) (79,1) (47,3) (105,3) (29,4) (28,5) (82,5) (93,3) (94,2) (3,1)
|
||||||
|
|
||||||
|
(43,2) (79,2) (76,4) (6,3) (32,3) (45,5) (15,2) (66,3) (35,1) (26,3) (65,3) (101,4) (20,4) (18,4) (2,1) (57,5)
|
||||||
|
(56,2) (99,2) (28,4) (98,5) (45,1) (3,2) (12,4) (55,1) (14,2) (71,2) (50,1) (93,1) (27,4) (1,4) (62,4) (16,4) (73,2) (60,4) (90,4) (101,4) (76,4) (82,4) (34,3) (31,3) (15,4) (54,4) (107,4)
|
||||||
|
(36,4) (42,1) (96,4) (47,5) (106,5) (84,3) (105,5) (59,4) (97,4) (58,1) (66,4) (93,5) (64,2) (6,3) (7,3) (82,3) (4,3) (32,1) (27,4) (75,1) (50,1) (101,2) (40,2) (94,1) (23,3) (76,4) (78,1) (83,4) (103,4) (39,3) (72,3) (109,4) (20,5) (49,1) (37,1) (53,1) (73,3) (57,4) (46,5) (100,4) (56,2) (18,3) (11,4) (38,5) (51,4) (80,4) (8,4) (10,3) (14,5) (28,4) (69,1) (79,4) (44,4) (55,3) (26,4) (2,1) (22,4) (61,4) (1,3) (43,4) (107,2)
|
||||||
|
(85,1) (55,4) (11,4) (80,1) (25,3) (1,4) (60,4) (6,1) (84,2) (12,4) (54,4) (101,4) (38,3) (69,5) (95,5) (30,4) (94,4) (86,4) (51,1) (44,2) (103,4) (106,4) (47,4) (19,4) (57,3) (87,3) (107,5) (73,2) (99,1) (98,5) (92,3) (68,4) (105,3) (53,4) (17,1) (18,3) (26,1) (34,5) (27,4) (21,2) (15,5) (29,1) (109,5) (45,3) (108,2) (71,4) (14,4) (7,4) (65,1) (41,1) (56,4) (77,3) (13,4) (88,3) (59,3) (83,3) (22,4) (100,4)
|
||||||
|
(87,4) (79,4) (15,4) (8,1) (93,4) (80,1) (14,4) (25,5) (84,2) (102,2) (99,5) (107,4) (76,2) (3,2) (54,4) (9,4) (81,1) (83,1) (91,1) (66,1) (46,3) (27,2) (103,4) (96,2) (77,3) (13,4) (85,2) (24,2) (70,5) (41,5) (75,2) (2,3) (29,3) (68,2) (7,1) (94,4) (44,2) (49,4) (5,5) (67,2) (39,4) (0,4) (43,5) (104,3) (28,4) (48,5) (33,4) (30,1) (35,3) (11,4) (98,4) (56,3) (108,4) (95,4) (26,4) (6,4)
|
||||||
|
(12,4) (87,4) (1,4) (13,4) (85,1) (64,4) (23,4) (89,5) (39,5) (5,2) (73,1) (93,4) (92,2) (98,4) (22,3) (26,4) (24,4) (50,4) (84,4) (38,1) (34,2) (104,2) (37,4) (16,4) (44,3) (32,1) (97,4)
|
||||||
|
(66,5) (13,2) (92,4) (3,2) (31,1) (51,5) (47,1) (68,2) (64,5) (83,3) (108,5) (34,1) (98,4) (27,3) (24,3) (73,3) (15,1) (101,2) (55,4) (11,4) (25,5) (42,4) (95,2) (58,2) (71,5) (1,3) (32,5) (40,5) (93,1) (62,5) (53,5) (9,5) (7,1) (2,5) (97,4) (109,2) (88,4) (35,4) (67,3) (10,4) (96,1)
|
||||||
|
(99,4) (9,2) (62,2) (5,4) (100,1) (109,5) (54,4) (92,2) (16,4) (35,5) (25,2) (102,4) (97,5) (95,1) (4,4) (79,5) (96,1) (98,4) (63,5) (0,4) (75,5) (61,3) (90,1) (85,1) (53,1) (48,5) (68,2)
|
||||||
|
(49,4) (105,4) (51,1) (79,2) (47,3) (13,4) (100,4) (66,3) (99,4) (90,4) (30,5) (29,4) (75,3) (82,4) (41,4) (91,5) (106,5) (42,4) (69,2) (1,1) (12,3) (53,1) (92,4) (50,4) (43,1) (87,2) (6,1) (35,4) (81,4) (39,1) (54,3) (56,2) (71,5) (33,1) (34,4) (60,1) (73,4) (7,5) (74,1) (2,4) (38,1) (70,3)
|
||||||
|
(36,1) (16,5) (62,1) (55,4) (71,5) (85,4) (17,2) (22,3) (100,4) (93,1) (89,1) (38,4) (52,1) (106,4) (0,1) (5,1) (37,1) (88,5) (8,2) (77,4)
|
||||||
|
(69,3) (94,1) (51,5) (72,3) (97,3) (42,4) (78,5) (49,1) (59,1) (14,4) (20,4) (106,2) (96,4) (6,4) (4,2) (86,2) (32,4) (54,2) (40,1) (92,3) (60,2) (21,1) (35,4) (55,1) (84,2) (80,3) (36,4) (23,5) (15,5) (46,3) (9,4) (33,4) (7,1) (89,1) (0,2) (5,3) (62,5) (48,2)
|
||||||
|
(35,2) (86,4) (31,5) (51,4) (100,4) (42,2) (77,4) (105,4)
|
||||||
|
(100,3) (109,1) (95,4) (20,1) (91,4) (22,4) (65,1) (2,3) (54,4) (59,1) (48,2) (15,2) (16,2) (39,4) (53,3) (83,1) (89,3) (6,1) (101,2) (104,5) (57,4) (86,5) (30,4) (9,5) (44,4) (19,3) (84,2) (106,4) (80,4) (40,1) (47,2) (7,5) (8,3) (107,1) (41,4) (93,3) (50,4) (13,4) (75,1) (68,3) (96,1) (55,5) (34,5) (92,2) (29,3) (61,3) (17,5) (36,3) (67,4) (33,4) (26,4) (12,2) (88,3) (11,2) (72,5) (23,5) (10,4) (46,1) (35,5) (25,5) (58,2) (103,1) (4,2) (102,4)
|
||||||
|
(97,3) (102,4) (92,5) (48,4) (63,3) (88,4) (6,1) (94,1) (59,1) (17,5) (75,5) (58,1) (35,2) (30,1) (1,2) (3,5) (107,5) (27,5) (98,1) (8,5) (14,2) (47,1) (49,3) (91,1) (42,4) (24,4) (13,5) (43,4) (50,2) (71,3) (28,2) (7,3) (87,2) (95,4) (104,4) (103,5) (68,2) (109,3) (31,4)
|
||||||
|
(74,5) (15,2) (60,4) (69,2) (46,1) (65,4) (64,4) (49,2) (44,3) (109,1) (55,1) (93,3) (30,5) (32,5) (39,5) (12,2) (6,3) (91,4) (97,4) (43,5) (72,4) (14,4) (29,2) (59,1) (104,2) (33,1) (48,5) (28,2) (3,2) (107,5) (56,4) (71,2) (108,2) (13,2) (40,4) (54,5) (18,4) (95,4) (19,4) (67,2) (98,4) (51,1) (96,5) (31,4) (7,4) (16,5) (9,3) (5,3) (38,5) (63,4) (83,4)
|
||||||
|
(103,2) (65,3) (77,3) (83,4) (98,2) (94,4) (70,5) (45,2) (85,5) (46,1) (102,2) (99,4) (24,5) (27,1) (78,4) (101,1) (12,4) (56,5) (44,4) (109,1) (61,3) (87,3) (104,4) (74,1) (18,5) (19,1) (26,4) (8,5) (93,2) (2,4) (60,3) (36,3) (47,3) (21,4) (33,3) (30,1) (59,4) (63,4) (68,5) (17,1) (75,4) (52,3) (39,5) (23,1) (22,2) (106,1) (69,1) (84,1) (25,4) (11,3) (14,5) (16,4) (97,1) (62,4) (64,2) (88,4) (40,2) (96,4) (76,5) (66,3) (91,4) (4,1) (20,3)
|
||||||
|
(23,1) (102,4) (18,4) (89,4) (97,3) (61,5) (26,3) (98,2) (93,4) (46,5) (16,3) (47,4) (7,5) (83,4) (79,1) (64,4) (30,4) (48,2) (109,5) (108,2) (43,2) (31,3) (38,4) (15,3) (44,3) (35,1) (49,4) (94,5) (62,4) (40,1) (2,5) (1,3) (60,4) (17,4) (104,4) (33,1) (88,4) (90,5) (57,4) (66,4) (55,4) (82,2) (101,4) (92,2) (87,1) (41,5) (72,4) (6,3) (32,4) (80,1)
|
||||||
|
(103,5) (7,4) (45,2) (42,4) (39,4) (105,3) (69,5) (31,3) (109,2)
|
||||||
|
(8,5) (23,1) (36,3) (37,2) (46,1) (55,5) (96,1) (108,4) (34,5) (63,3) (4,4) (92,4) (109,4) (103,5) (86,5) (98,4) (88,5) (80,1) (38,1) (97,2) (82,3) (70,4) (74,5) (79,4) (65,2) (61,5) (76,1) (7,5) (41,2) (10,3) (17,5) (2,1) (50,4) (29,2) (28,3) (94,5) (99,1) (75,5) (69,2) (31,5) (71,2) (85,1) (68,5) (81,1) (84,4) (30,1) (44,2) (64,5) (93,4) (3,5) (6,4) (47,4) (67,4) (78,5)
|
||||||
|
(94,4) (31,4) (72,3) (100,4) (61,4) (71,4) (46,4) (89,4) (52,1) (48,5) (47,4) (77,2) (50,2) (84,1) (43,1) (19,4) (73,1) (107,2) (69,5) (13,3) (26,3) (90,4)
|
||||||
|
(62,3) (37,4) (55,4) (79,4) (70,5) (8,1) (45,2) (99,5) (108,1) (0,4) (98,4) (30,4) (57,5) (15,1) (43,5) (19,1) (1,1)
|
||||||
|
(100,4) (75,5) (30,2) (3,4) (27,1) (97,1) (54,4) (85,4) (107,1) (2,5) (104,2) (96,5) (102,3) (20,4) (0,4) (1,1) (103,4) (82,1) (92,1) (13,3) (25,1) (17,3) (55,1) (108,1) (66,5) (11,4) (40,2) (8,4) (9,1) (29,4) (65,2) (98,2) (62,3) (4,4) (50,1) (37,2) (41,5) (84,4) (48,4) (88,2) (106,3) (58,5) (81,2) (34,3) (56,4) (57,4) (10,4)
|
||||||
|
(51,3) (89,4) (88,4) (17,5) (64,2) (75,3) (58,4)
|
||||||
|
(14,3) (71,1) (56,5) (55,1) (89,4) (67,3) (102,3) (95,1) (75,5) (83,5) (77,2) (106,4) (78,3) (1,4) (24,1) (20,4) (91,1) (76,4) (37,4) (9,2) (35,5) (104,3) (33,3) (22,3) (69,5) (107,3) (47,4) (17,4) (44,4) (81,4) (28,1) (36,4) (2,2) (85,5) (79,4) (74,4) (73,4) (99,2) (59,4) (72,5) (6,2) (25,4) (80,1) (103,4) (12,4) (105,4) (39,4) (82,5)
|
||||||
|
(28,3) (106,4) (102,2) (76,2) (42,2) (20,1) (87,3) (9,3) (74,1) (7,1) (91,4) (30,1) (25,3) (19,2) (11,5) (77,3)
|
||||||
|
(0,5) (61,3) (108,1) (106,2) (25,2) (72,3) (85,5) (42,1) (58,3) (107,3) (33,1) (77,5) (9,3) (36,5) (80,4) (54,1) (103,4) (31,1) (83,3) (47,4) (55,2) (89,4) (21,4) (64,3) (15,4) (29,2) (50,2) (7,5) (39,5) (12,2) (73,4) (70,3)
|
||||||
|
(83,2) (11,4) (40,1)
|
||||||
|
(20,2) (77,1) (64,5) (43,2) (35,4) (107,4) (100,4) (44,4) (3,5) (53,4) (101,4) (75,4) (71,3) (5,2) (16,1) (29,4) (19,3) (72,4) (57,3) (73,4) (105,1) (30,4) (26,4) (18,1) (60,5) (46,4) (24,3) (51,1) (109,5) (49,2) (34,4) (41,2) (50,4) (28,4) (89,3) (9,4) (47,5) (48,4) (69,1) (23,3) (62,4) (31,4) (81,5) (40,4) (11,5) (0,4) (68,5) (92,4) (7,5) (93,4) (61,2) (108,4) (2,1) (84,4) (45,5) (97,4) (10,3) (106,4) (79,3)
|
||||||
|
(79,4) (22,4) (93,5) (78,3) (46,4) (61,5) (3,3) (58,3) (30,4) (43,2) (101,3) (34,3) (107,1) (96,4) (54,4) (102,4) (11,2) (87,1) (91,3) (6,1) (17,2) (83,2) (77,4) (47,2) (94,3) (18,4) (68,1) (13,5) (75,3) (72,4) (56,4) (44,2) (73,4) (4,5) (98,3) (52,3) (100,2) (81,1) (108,4) (8,2) (0,4) (99,4) (67,2) (76,4) (38,1) (25,1) (36,1) (86,2) (85,5) (41,4) (45,4) (9,5)
|
||||||
|
(14,5) (19,3) (109,4) (51,2) (69,3) (17,4) (105,4) (4,4) (10,2) (52,2) (93,4) (22,4) (18,1) (68,2) (46,2) (34,5)
|
||||||
|
(92,3) (84,5) (106,1) (18,4) (8,3) (99,3) (94,4) (70,4) (72,1) (87,2) (44,3) (95,3) (96,5) (26,4) (15,4)
|
||||||
|
(55,4) (42,3) (105,5) (28,5) (57,1) (47,5) (58,3) (76,4) (93,5) (82,4) (99,4) (70,4) (60,4) (97,1) (62,1) (50,1) (64,5) (35,2) (39,3) (96,3) (79,5) (3,2) (83,5) (29,5) (56,4) (107,3) (84,1) (80,5) (109,1) (73,1) (81,4) (6,4) (61,3) (22,4) (32,1) (43,1) (75,1) (67,4) (92,5) (52,4) (17,2) (20,4) (26,4) (71,2) (89,4) (1,4) (5,2) (12,2) (38,4) (100,5) (30,2) (77,3) (108,4) (63,2) (66,4) (78,1) (7,4) (45,4) (95,3) (36,4)
|
||||||
|
(87,3) (36,4) (94,2) (3,1) (6,5) (69,4) (107,4) (12,4) (2,5) (71,3) (68,1) (78,5) (73,5) (91,2) (106,4) (83,4) (28,3) (26,3) (52,4) (13,1) (43,1) (41,4) (85,3) (63,5) (109,3) (29,4) (34,1) (101,2) (82,1) (100,4) (84,4) (86,4) (45,1) (38,3) (96,1) (56,4) (50,4) (31,1) (77,5) (64,5) (30,4) (32,5) (49,2) (1,4) (57,4) (23,4) (93,3)
|
||||||
|
(58,3) (97,4) (18,2) (34,3) (67,5) (103,5) (37,1) (42,4) (71,1) (43,4) (102,5) (39,4) (32,4) (53,4) (7,3) (13,3) (94,4) (90,4) (61,5) (72,4) (49,1) (68,1) (8,5) (27,2) (105,3) (1,4) (50,4) (99,1) (84,5) (74,3)
|
||||||
|
(49,1) (103,4) (58,2) (91,1) (80,4) (66,4) (26,3) (71,3) (81,4) (101,3) (84,3) (54,4) (61,4) (74,4) (77,3) (40,2) (55,2) (51,5) (72,4) (29,2) (109,1) (69,3) (73,4) (87,3) (9,5) (17,4) (25,4) (85,4) (1,5) (83,1) (106,4) (97,3) (30,4) (89,2) (90,4) (100,3) (4,4) (56,4) (65,1) (50,1) (33,1) (8,3) (57,2) (98,5) (96,4) (48,2) (43,5) (53,4) (7,4) (108,4) (32,4) (82,4) (5,2) (45,5) (99,4) (23,4)
|
||||||
|
(17,3) (20,2) (102,1) (5,4) (67,3) (36,1) (14,1) (66,1) (40,2) (65,1) (70,3) (54,5) (61,4) (24,1) (34,1) (45,5) (91,5) (23,1) (73,5)
|
||||||
|
(15,4) (59,4) (17,4) (40,3) (97,4) (25,4) (70,1) (21,4) (63,3) (56,1) (3,4) (98,2) (37,4) (36,4) (52,2) (67,1) (104,1) (50,1) (68,3) (58,2) (88,3) (27,4) (29,4) (51,2) (6,4) (5,5) (22,4) (44,4) (54,1) (23,4) (24,2) (8,5) (66,1) (76,1) (75,1) (26,4) (106,1) (80,4) (102,2) (84,1) (48,4)
|
||||||
|
(10,2) (14,3) (102,5) (83,2) (67,3) (60,5) (37,1) (59,4) (30,3) (46,5) (92,2) (52,4) (72,2) (95,3) (35,1) (27,4) (39,2) (8,4) (17,4) (109,3) (73,2) (42,2) (1,2) (94,4) (3,4) (55,4) (56,4) (87,4) (15,1) (19,4) (69,2) (36,2) (58,4) (97,2) (29,4) (4,4) (62,4) (51,5) (64,5) (53,5) (49,4) (75,3) (7,4) (26,2) (23,2) (25,1) (16,1) (38,4) (86,4) (22,1) (96,4) (54,4) (89,4) (28,2) (71,1) (9,5) (33,4) (99,2) (18,2) (76,3) (57,4) (41,2)
|
||||||
|
(48,2) (11,2) (0,5) (99,4) (64,5) (69,4) (15,2) (100,2) (3,1) (34,1) (72,2) (5,4) (84,4) (46,3) (37,3) (63,3) (45,1) (66,2) (88,5) (14,4) (71,1) (103,2) (54,3) (62,4) (67,1) (105,5) (108,5) (12,4) (89,2) (23,1) (44,5) (75,4) (58,2) (13,4) (97,2) (41,5) (61,1) (7,1) (32,4) (28,5) (49,1) (30,4) (102,4) (107,5) (25,1) (70,1) (40,4) (29,2) (94,4) (83,5) (8,5) (79,4) (39,2)
|
||||||
|
(103,5) (57,5) (3,3) (45,3) (105,2) (73,3) (36,1) (39,4) (86,2) (69,2) (30,5) (33,1) (35,4) (62,2) (9,1) (31,4) (11,5) (82,4) (66,3) (1,5) (60,1) (76,4) (75,5) (37,3) (67,1) (70,3) (97,4) (71,4) (55,2) (59,4) (24,4) (38,4) (25,2) (7,4) (15,5) (21,5) (94,3) (16,3) (99,1) (22,2) (107,5) (68,2) (17,5) (29,3) (65,3) (8,2) (58,2) (20,1)
|
||||||
|
(64,5) (66,2) (95,4) (15,4) (28,2) (29,2) (24,5) (49,2) (1,3) (50,3) (39,2) (26,2) (45,5) (96,3) (4,1) (52,4) (92,3) (77,4) (42,1) (22,5) (12,4) (107,5) (89,2) (46,3) (0,3) (62,3) (90,4) (93,1) (16,2) (86,5) (105,2) (108,4) (72,1) (32,2) (18,2) (102,5) (82,4) (25,5) (57,3) (70,2) (83,2) (65,3) (78,1) (37,1) (99,1) (21,2) (94,4) (51,3) (104,1) (27,1) (7,4) (60,4) (71,1) (41,1) (30,2) (19,2) (98,4)
|
||||||
|
(80,3) (56,2) (70,2) (95,1) (11,4) (31,4) (44,4) (26,5) (20,4) (48,2) (87,3) (34,1) (1,1) (109,4) (85,4) (45,4) (8,5) (29,4) (61,3) (21,3) (35,4) (23,2) (24,2) (63,3) (79,5) (27,2) (30,3) (73,4) (108,3) (55,5) (82,1) (0,4) (10,1) (88,2) (72,1) (96,3) (4,2) (105,4) (67,3) (37,1) (68,2) (102,4) (86,2) (50,5) (54,5) (19,5) (81,4) (18,4) (89,1)
|
||||||
|
(11,2) (7,4) (94,4) (25,3) (76,4) (82,3) (79,1) (103,4) (4,4) (32,2) (61,1) (63,2) (34,4) (2,4) (30,3) (41,4) (26,2) (29,3) (3,4) (33,4) (105,5) (100,1) (71,1) (16,4) (70,4) (22,1) (24,4) (74,1) (47,5) (52,4) (28,3) (13,2) (92,2) (80,1) (9,5) (38,5) (107,2) (77,5) (35,4) (66,2) (6,1) (56,4) (75,1) (72,3) (85,5) (50,2) (62,3) (98,4) (49,2) (15,4) (53,4)
|
||||||
|
(50,4) (41,4) (44,1) (57,1) (75,4) (52,2) (22,2)
|
||||||
|
(40,4) (77,5) (21,2) (54,5) (4,5) (15,5) (30,3) (81,5) (74,5) (78,2) (107,1) (0,2) (53,5) (12,4) (36,2) (6,4) (86,3) (24,2) (68,4) (20,2) (3,1) (105,1) (73,3) (44,4) (97,5) (2,1) (83,5) (103,2) (72,1) (28,4) (76,5) (100,1) (56,4) (48,5) (27,4) (11,1) (35,4) (7,2) (82,1) (65,4) (45,5) (80,1) (39,5) (102,5) (49,5) (43,3) (79,3) (16,3) (90,4) (109,4) (34,4) (98,4)
|
||||||
|
(50,1) (74,4) (59,5) (4,3) (68,3) (85,2) (64,5) (35,5) (60,1) (80,4) (27,4) (90,2) (72,5) (79,3) (83,3) (51,5) (88,3) (94,4) (24,4) (98,1) (8,2) (13,4) (9,5) (84,4) (104,1) (75,5) (40,4) (62,4) (45,4) (71,5) (6,2) (21,4) (48,4) (30,2) (17,4) (57,3) (19,2) (53,3) (81,4) (100,4)
|
||||||
|
(16,1) (33,4) (84,5) (72,1) (51,2) (32,3) (50,4) (10,4) (81,3) (52,5) (95,1) (59,4) (34,4) (57,4) (4,3) (91,4) (40,3) (44,3) (104,5) (8,2) (85,4) (107,5) (56,4) (89,1) (3,5) (109,1) (13,3) (63,5) (7,5) (28,4) (36,5) (21,1) (15,4) (2,4) (98,4) (92,4) (17,1) (27,3) (26,4) (101,2) (102,5) (88,4) (42,3) (87,5) (38,5) (66,5) (97,3)
|
||||||
|
(95,2) (63,1) (60,3) (80,3) (25,5) (36,5) (51,4) (72,1) (79,3) (92,1) (90,4) (91,4) (73,4) (86,4) (57,1) (65,4) (87,4) (68,3) (16,2) (42,2) (99,4) (30,1) (35,1) (84,4) (52,4) (17,5) (69,3) (81,4) (37,2) (46,1) (55,3) (3,1) (49,1) (6,2) (70,1) (94,2) (58,5) (82,3) (66,1)
|
||||||
|
(9,1) (67,1) (94,3) (24,3) (26,3) (75,3)
|
||||||
|
(8,4) (40,4) (16,3) (77,5) (65,3) (15,5)
|
||||||
|
(35,4) (59,4) (86,3) (61,5) (95,4) (31,4) (46,1) (75,5) (60,4) (23,4) (0,3) (108,5) (83,1) (22,4) (52,5) (34,5) (65,5) (102,1) (8,1) (39,5)
|
||||||
|
(92,2) (10,2) (28,5) (77,5) (57,2) (46,4) (82,4) (48,5) (24,2) (23,4) (106,3) (75,1) (76,5) (47,1) (74,4) (27,4) (7,4) (26,4) (35,2) (15,3) (66,3) (79,3) (59,4) (53,2) (17,3) (85,4) (6,5) (62,3) (50,1) (32,5) (9,1) (87,3) (19,4) (2,2) (96,5) (93,4) (107,5) (102,4) (90,5) (78,3) (5,1) (97,2) (14,3) (64,4) (40,4) (61,5) (63,2) (103,4) (56,2) (95,5) (0,4) (65,2) (70,3) (84,5) (49,3) (89,3) (16,3) (37,4) (94,4) (67,4) (18,3) (45,5) (55,2) (39,2) (29,4) (60,4) (42,5) (44,3) (108,4) (1,5)
|
||||||
|
(58,4) (72,4) (35,1) (12,2) (62,3) (70,4) (47,4) (61,3) (7,2) (16,3) (21,2) (83,2) (105,2) (29,4) (25,3) (15,4) (68,1) (30,3) (91,1) (27,4) (39,5) (82,4) (33,3) (20,3) (57,4) (77,3) (95,2) (60,2) (85,4) (40,4) (64,4) (8,5) (103,1) (10,3) (65,1) (31,4) (55,3) (59,4) (42,3) (69,5) (23,5) (97,5) (78,4) (56,2) (3,4) (48,1) (26,5) (34,4) (49,1)
|
||||||
|
(34,4)
|
||||||
|
(99,4) (46,4) (16,3) (56,3) (29,1) (74,2) (55,4) (45,1) (92,5) (100,4) (22,1) (27,4) (66,1) (15,4) (44,1) (98,1) (17,5) (96,5) (50,4) (101,3) (43,1) (88,3) (102,4) (59,4) (89,1) (67,1) (5,4) (57,1) (104,1) (21,2) (23,4) (65,4) (24,1) (83,2) (63,2) (82,2) (20,2) (73,3) (8,4) (11,5) (34,2) (32,4) (42,2) (35,5) (36,5) (52,1) (47,2) (49,2) (12,4) (40,3) (93,1) (106,5) (1,2) (41,4) (78,2) (6,1) (38,5) (85,5) (81,5) (71,2) (3,4) (70,2)
|
||||||
|
(16,2) (75,2) (42,1) (103,4) (89,5) (109,4) (3,4) (21,2) (102,4)
|
||||||
|
(56,2) (62,3) (37,4) (68,4) (104,5) (92,4) (1,1) (103,4) (107,3) (108,4) (4,2) (55,4) (82,2) (9,5) (53,3) (76,4) (99,4) (71,4) (15,3) (16,3) (70,4) (72,5) (17,5) (42,2) (105,3) (69,3) (34,4) (45,1) (35,5) (48,5) (89,3) (8,2) (66,5) (13,5)
|
||||||
|
(109,5) (95,1) (97,2) (2,3) (40,2) (71,5) (55,5) (44,3) (52,4) (88,4) (92,5) (75,5) (0,5) (42,3) (61,4) (67,1) (105,2) (25,3) (94,5) (68,2) (3,3) (12,4) (50,4) (70,2) (14,1) (59,5) (10,4) (56,1) (93,3) (87,5) (89,5) (45,3) (74,2) (23,5) (73,1) (16,2) (78,3) (8,4) (60,3) (63,4) (49,5) (99,4) (33,3) (32,1) (15,4) (64,1) (31,1) (57,3) (30,2) (79,4) (39,5) (41,5) (54,1) (62,5) (86,1) (6,4) (11,5) (108,1)
|
||||||
|
(7,3) (39,5) (25,3) (6,5) (11,4) (59,1) (17,1) (56,2) (74,1) (1,5) (33,4) (80,4) (20,5) (91,2) (88,3) (81,5) (26,2) (8,4) (21,5) (40,5) (50,3) (68,3) (82,4) (62,4) (46,3) (69,4) (31,1) (93,2) (22,1) (34,4) (60,4) (38,2) (44,4) (100,4) (24,1) (47,5) (108,5) (63,5) (29,4) (23,4) (95,1) (42,4) (19,4) (79,5) (14,3) (101,3) (106,4) (10,4) (72,3) (83,5) (49,4) (70,4) (36,2) (109,3) (94,4) (45,4) (57,5) (85,1) (105,3) (5,4) (12,4) (53,4) (98,5) (84,1) (90,4) (3,2) (61,4) (18,5) (32,4) (104,2)
|
||||||
|
(105,5) (70,3) (36,3) (96,1) (93,4) (72,1) (59,1) (19,3) (23,1) (56,5) (48,4) (20,4) (108,3) (2,3) (106,3) (44,1) (4,2) (54,1) (97,1) (80,4) (11,2) (85,5) (37,3) (24,5) (21,4) (83,2) (27,5) (63,3) (77,1) (52,2) (43,2) (47,3) (35,5) (95,5) (30,4) (65,4) (29,4) (16,4) (7,2) (81,1) (62,1) (46,5) (5,3) (90,5) (71,5) (22,3) (10,1) (92,4) (53,4) (64,4) (15,4) (31,3) (50,4) (58,3) (86,4) (82,1) (8,4) (45,4) (51,2) (109,4) (49,3) (17,3) (18,3) (76,4) (34,1) (39,4) (104,3) (94,4) (79,4) (12,4)
|
||||||
|
(60,4) (67,4) (74,5) (59,1) (90,2) (102,2) (16,4) (40,5) (46,5) (92,1) (86,1)
|
||||||
|
(105,4) (39,5) (45,5) (7,5) (79,2) (40,4) (71,4) (104,4) (49,4) (16,1) (5,1) (70,2) (106,5) (78,4) (65,4) (6,2) (13,5) (93,1) (34,1) (68,4) (22,3) (32,1) (57,3) (19,4) (85,1) (23,4) (82,4) (24,2) (11,4) (99,1) (3,4) (28,4) (12,1) (20,3) (87,5) (80,3) (107,5) (56,3) (83,4) (43,4) (81,2) (46,4) (48,2) (76,2) (14,2) (102,1) (108,3) (2,1) (86,2) (1,4) (10,5) (92,3) (61,4) (97,5) (41,3) (21,2) (36,5) (64,1) (35,2) (37,4) (25,4) (66,2) (74,1) (103,4) (94,1) (59,3) (89,4)
|
||||||
|
(49,5) (27,1) (73,3) (58,4) (7,4) (32,2) (29,3) (104,4) (72,4) (44,2) (84,4) (102,5) (107,4) (97,3) (90,5) (1,2) (62,3) (30,3) (71,1) (109,4) (22,4) (91,2) (9,5) (2,4) (16,4) (60,3) (53,4) (8,2) (24,1) (4,5) (67,4) (46,4) (80,2) (79,2) (68,3) (17,4) (92,2) (108,2) (38,1) (34,5) (23,2) (57,5) (51,4) (85,2) (33,3) (103,2) (89,2) (87,4) (35,5) (88,4) (37,5) (100,4) (81,1) (14,5) (106,2)
|
||||||
|
(61,4) (4,1) (97,4) (84,5) (99,4) (37,4) (40,2) (28,5) (7,5) (48,1) (106,2) (46,4) (53,4) (6,2) (108,3) (96,1) (76,5)
|
||||||
|
(44,4) (63,4) (90,1) (83,5) (79,5) (33,4) (53,4) (34,3) (74,2) (66,5) (68,4) (84,2) (22,3) (6,3) (0,3) (82,2) (37,5) (59,4) (52,4) (38,2) (89,3) (73,4) (92,5) (88,5) (80,5) (5,5) (69,1) (93,5) (15,5) (97,5) (60,3) (28,4) (24,4) (65,2) (101,5) (87,1) (36,4) (56,3) (50,2) (75,3) (62,2) (67,5) (100,3) (102,1) (46,4) (31,1) (10,2) (103,2) (14,3) (12,3) (47,3) (27,4) (11,1) (78,2) (25,4) (43,4) (94,4) (107,3) (40,1) (54,3) (91,4) (8,4) (35,1) (23,4) (19,5) (16,5) (17,3) (64,3)
|
||||||
|
(34,3) (58,5) (77,1) (40,1) (51,1) (80,4) (103,5) (3,4) (75,3) (29,3) (26,4) (102,4) (35,4) (36,5) (28,5) (78,3) (16,4) (92,2) (0,1) (22,5) (25,3) (33,2) (50,1) (93,2) (76,5) (18,5) (53,4) (1,2) (11,5) (94,4) (8,2) (71,1) (57,1) (5,3) (37,4) (19,3) (65,3) (13,3) (109,3) (12,1) (83,3) (85,4) (45,3) (14,5)
|
||||||
|
(36,1) (105,5) (37,1) (18,4) (79,4) (33,4) (47,2) (11,3) (60,4) (45,5) (100,4) (0,5) (66,2) (19,4) (88,3) (57,1) (95,5) (82,4) (34,2) (85,4) (103,5) (92,4) (84,3) (83,5) (102,2) (76,5) (106,4) (22,3) (93,3) (38,2) (9,1) (32,5) (20,3) (87,2) (71,4) (101,1) (31,1) (65,3) (50,3) (27,2) (48,4) (73,2) (21,5) (39,1) (51,1) (81,3) (35,3) (26,4) (78,4) (13,5) (41,3) (52,3) (24,4) (75,1) (4,1) (109,3) (94,1) (2,4) (108,4) (90,4) (15,3) (14,1) (69,1) (64,3) (70,3) (7,1) (5,3) (96,1) (62,5) (59,3) (54,1)
|
||||||
|
(37,1) (97,5) (104,2) (66,4) (2,2) (78,2) (30,1) (49,4) (17,2) (50,2) (22,4) (52,1) (77,5) (14,5) (63,4) (81,2) (32,5) (96,1) (89,4) (16,5) (58,1) (94,3) (95,3) (44,3) (45,1) (85,4) (99,3) (34,3) (48,5) (26,2) (15,4) (93,4) (67,4) (9,3) (68,4) (65,4) (19,2) (43,1) (60,5) (36,1) (57,4) (4,4) (42,5) (53,5) (87,5)
|
||||||
|
(101,4) (39,5) (40,4) (80,2) (6,2) (90,4) (91,3) (104,4) (47,2) (109,1) (24,4) (38,3) (23,2) (106,3) (59,1)
|
||||||
|
(30,2) (81,2) (88,5) (6,2) (5,4) (7,3) (82,3) (45,5) (99,5) (65,5) (19,1) (42,3) (35,5) (0,1) (63,1) (52,4) (70,1) (38,3) (13,4) (94,4) (75,3) (79,4) (105,1) (74,1) (58,1) (91,5) (40,2) (67,4) (41,3) (31,4) (100,2) (46,2) (29,3) (80,4) (56,4) (89,3) (76,1) (73,4) (21,4) (49,4) (47,2) (72,3) (28,2) (34,3) (96,4) (107,3) (108,4) (26,3) (18,3) (48,4) (12,3) (87,1) (57,4) (17,1) (44,4) (98,2) (4,4) (20,2) (37,2) (97,5)
|
||||||
|
(30,5) (43,4) (96,2) (109,1) (78,5) (98,1) (50,5) (36,1) (53,2) (85,4) (14,3) (72,2) (100,2) (9,4) (82,1) (55,4) (101,1) (59,2) (25,5) (41,1) (56,3) (73,1) (15,5)
|
||||||
|
(45,3) (55,4) (76,1) (32,2) (5,5) (67,5) (47,2) (0,4) (50,3) (23,2) (69,5) (31,4) (82,1) (78,2) (6,4) (84,4) (87,2) (56,4) (103,3) (53,4) (86,4) (72,5) (48,5) (91,2) (20,4) (15,4) (4,3) (98,4) (81,4) (100,1) (88,5) (24,5) (73,1) (75,2) (109,2) (92,4) (74,4) (90,4) (96,4) (27,3) (60,1) (58,4) (41,2) (71,4) (61,3) (49,4) (2,1) (80,3) (42,2) (89,3) (40,4) (14,5) (16,5) (93,4) (68,3) (46,2) (1,5) (18,5) (108,3) (59,3) (101,3) (12,1)
|
||||||
|
(49,2) (40,3) (15,1) (33,2) (66,2) (76,4) (59,3) (80,4) (56,5) (1,2) (88,4) (10,4) (71,5) (9,2) (41,1) (13,4) (74,3) (98,3) (55,2) (2,1) (104,4) (73,1) (50,4) (5,1) (81,4) (34,5) (25,4) (8,5) (91,5) (23,4) (64,5) (26,2) (65,4) (97,2) (7,1) (102,4) (27,4) (96,2) (4,4) (46,4) (3,5) (52,4) (14,1) (43,3) (58,3) (51,4) (90,2) (36,4) (72,5) (75,4) (0,1) (106,1) (29,4) (105,5)
|
||||||
|
(83,1) (89,5) (101,2) (50,5) (73,1) (46,4) (55,5) (38,4) (34,4) (52,5) (82,4) (104,5) (42,2) (66,4) (103,5) (1,3) (98,4) (62,3) (67,1) (59,3) (61,1) (6,1) (74,5) (39,4) (16,3) (102,4) (33,4) (88,4) (26,2) (7,4) (91,1) (49,4) (60,3) (20,5) (53,4) (19,4) (54,5) (106,3) (84,1) (109,4) (27,4) (48,4) (80,4) (14,4) (85,1) (44,5) (12,3) (96,1) (75,4) (3,4) (87,1) (25,5) (79,1) (24,4)
|
||||||
|
(27,1) (74,5) (87,4) (18,1) (62,1) (90,1) (32,5) (60,3) (36,4) (56,3) (75,5) (79,3) (52,4) (43,4) (61,3) (47,3) (91,1) (23,5) (96,5) (67,5) (83,3) (39,1) (99,3) (69,1) (34,4) (72,5) (51,3) (2,4) (48,5) (55,4) (9,2) (59,3) (29,4) (97,2) (12,1) (100,1) (76,4) (45,1) (26,2) (31,5) (4,2) (37,4) (16,1) (105,2) (92,1) (66,5) (82,2) (65,5) (77,5) (57,3) (58,2) (89,1) (24,4) (42,4) (30,1) (6,1) (106,2) (88,1) (7,2) (68,3)
|
||||||
|
(30,4) (2,2) (17,1) (69,1) (51,4) (13,4) (61,5) (101,5) (28,5) (82,1) (38,4) (87,3) (73,3) (76,1) (8,5) (95,4) (49,1) (52,2) (0,5) (70,4) (12,2) (9,4) (59,1) (79,4) (56,1) (14,3) (22,4) (10,2) (44,1) (20,3) (91,1) (80,3) (15,4) (7,4) (36,4) (66,2) (60,5) (72,4) (94,3) (85,3) (109,5) (39,1) (48,1) (105,3) (75,3) (23,2) (99,3) (46,1) (33,5) (90,4) (68,3) (45,4) (5,1) (92,3) (53,1) (3,3) (21,4) (26,2) (93,3) (58,1)
|
||||||
|
(72,2) (5,2) (21,1) (43,4) (69,4) (81,4) (9,5) (90,5) (28,3) (71,1) (19,4) (88,4) (34,4) (63,1) (56,4) (30,5) (70,1) (15,4) (45,4) (60,4) (62,2) (42,4) (85,4) (83,5) (105,5) (67,2) (61,4) (98,1) (97,4) (57,3) (89,5) (48,1) (39,2) (95,5) (8,3) (31,1) (99,4) (32,4) (82,1) (1,1) (25,5) (94,2) (92,4) (18,5) (13,3) (91,4) (102,4) (44,3) (12,1) (46,5) (109,4) (108,2) (52,5) (16,1) (78,1) (59,4) (55,4) (40,2) (86,2) (54,5) (101,3) (20,1) (73,1) (50,5)
|
||||||
|
(91,2) (42,2) (40,4) (79,5) (81,2) (29,2) (25,2) (92,3) (43,4) (88,3) (100,4) (5,4) (96,2) (10,4) (78,5) (7,3) (95,5) (37,1) (77,1) (38,2) (11,4) (47,2) (41,4) (60,2) (48,5) (101,3) (87,5) (12,5)
|
||||||
|
(24,4) (107,3) (32,3) (57,4) (86,5) (84,1) (72,4) (30,1) (98,3) (10,1) (42,2)
|
||||||
|
(64,1) (73,5) (41,1) (66,3) (29,1) (67,5) (26,4) (10,1) (32,4) (9,4) (99,3) (43,5) (62,4) (82,4) (37,4) (40,5) (55,3) (53,5) (18,4) (60,5) (3,5) (35,3) (75,4) (33,4) (103,1) (81,1) (28,4) (84,2) (90,3) (97,1) (72,4) (94,1) (77,5) (48,2) (61,4) (65,4) (13,4) (19,3) (52,5) (34,5) (45,4) (80,4) (27,4) (79,5) (22,1) (2,2) (36,4) (104,3) (88,3) (39,1) (38,4) (8,3) (101,1) (87,1) (70,5) (59,3) (42,4) (30,2) (69,5) (102,4) (105,3) (21,5) (12,1) (107,5) (24,3) (58,1) (7,1) (74,1) (5,1)
|
||||||
|
(30,4) (84,4) (23,5) (71,4) (43,3) (25,4) (37,4) (68,4) (100,1) (1,5)
|
||||||
|
(88,2) (103,1) (49,2) (54,2) (21,3) (44,4) (90,4) (56,5) (105,4) (4,1) (42,1) (72,2) (40,3) (70,4) (52,4) (8,2) (15,3) (87,3) (23,2) (95,1) (83,5) (10,4) (96,1) (36,1) (75,4) (47,3) (104,5) (73,4) (57,2) (30,5) (24,1) (59,1) (65,4) (93,4) (12,2) (63,3) (61,4) (17,4) (51,3) (22,1) (48,5) (58,5) (102,2) (92,1) (28,3) (25,2) (26,4) (33,3) (71,4) (64,4) (82,4) (89,2) (41,1) (31,5) (1,4) (50,5) (29,4) (80,3) (91,1) (27,1) (68,5) (37,4) (3,2)
|
||||||
|
(87,1) (73,2) (71,4) (105,4) (1,3) (67,4) (7,4) (95,5) (22,4) (0,3) (5,4) (107,2) (47,3) (103,3) (68,4) (35,5) (41,5) (70,4) (57,1) (101,4) (56,4) (61,2) (79,4) (13,4) (78,4) (65,4) (8,4) (97,4) (50,2) (30,4) (98,2) (16,4) (6,1) (106,4) (42,3) (49,4) (43,5) (3,4) (77,1) (109,4) (93,5) (85,1) (69,4) (94,1) (10,2) (59,4) (55,5) (40,4) (45,1) (44,3) (72,4) (62,4) (18,2) (11,3) (84,2) (92,2) (91,4) (66,3) (38,4) (19,5) (63,1) (99,4) (89,5) (26,5) (46,5) (27,1) (51,5) (29,4) (25,2) (75,3)
|
||||||
|
(68,4) (25,4) (94,1) (33,5) (29,4) (47,4) (67,4) (86,3) (103,2) (87,2) (71,3) (9,4) (79,5) (27,5) (0,4) (24,4) (74,3) (72,1) (98,5) (59,4) (107,5) (39,5) (18,2) (37,4) (55,1) (40,5) (1,5) (44,2) (30,4) (45,4) (96,1) (46,1) (22,4) (80,4) (64,2) (52,2) (69,4) (3,4) (7,2) (28,1) (5,5) (81,4) (58,2) (54,2) (60,2) (65,3) (85,4) (11,3) (38,1)
|
||||||
|
(97,4) (104,3) (1,4) (32,5) (89,2) (73,2) (25,4) (59,2) (8,4) (7,3) (24,1) (29,2) (35,1) (74,1) (42,3) (17,1) (26,5) (41,3) (106,2) (86,3) (102,4) (43,4) (105,1) (54,1) (10,1) (38,5)
|
||||||
|
(88,4) (41,3) (19,4) (78,2) (0,4) (98,1) (91,3) (29,3) (13,4) (55,4) (96,1) (56,4) (66,5) (47,2) (60,4) (10,3) (3,2) (73,4) (102,2) (87,1) (6,2) (38,1) (53,4) (108,4) (5,4) (90,1) (109,1) (43,2) (14,4) (18,3) (103,1) (57,4) (30,2) (93,5) (32,5) (85,3) (35,2) (34,4) (24,5) (16,1) (75,3) (105,2) (26,4) (20,2) (9,4) (101,1) (11,4) (4,5) (23,4) (92,2) (72,4) (37,2) (36,3) (21,3) (83,5) (84,5)
|
||||||
|
(37,3) (54,4) (30,4) (7,3) (17,2) (55,4) (94,4) (108,5) (12,1) (41,4) (15,1) (26,2) (59,4) (28,5) (50,2) (51,2) (82,4) (56,1)
|
||||||
|
(44,4) (58,1) (59,2) (100,1) (72,3) (34,3) (75,2) (28,4) (102,2) (69,1) (23,4) (7,1) (71,3) (85,2) (31,1) (14,2) (67,4) (29,2) (19,2) (86,3) (97,1) (16,1) (60,4) (101,5) (41,2) (73,2) (51,1) (40,4) (99,4) (39,4) (45,5) (6,5) (88,1) (35,3) (98,3) (87,1) (8,4) (76,2) (83,4) (63,3) (47,3) (78,4) (89,2) (96,3) (33,4) (37,1) (65,5) (84,3) (56,2) (30,3) (11,3) (1,4) (90,4) (94,1) (13,3) (64,5) (108,2) (80,3) (106,5) (109,5)
|
||||||
|
(44,1) (40,4) (27,1) (53,4) (26,4) (54,4) (81,4) (10,1) (89,4) (87,1)
|
||||||
|
(76,2) (1,3) (104,1) (37,4) (25,4) (78,1) (92,3) (50,3) (57,4) (75,4) (81,4) (72,5) (106,5) (17,4) (13,1) (26,4) (62,4) (3,4) (22,3) (100,4) (102,4) (65,4) (48,2) (83,3) (9,4) (54,5) (35,1) (74,5) (36,4) (56,2) (5,2) (64,4) (14,1) (47,1) (103,1) (41,3) (8,3) (88,2) (39,4)
|
||||||
|
(42,3) (105,4) (85,5) (87,3) (95,1) (61,4) (39,4) (2,2) (84,2) (92,1) (1,4) (89,4) (26,1) (88,3) (35,5) (28,4) (77,5) (32,5) (46,4) (44,2) (37,1) (14,4) (98,2) (3,3) (68,2) (90,4) (38,1) (73,5) (96,4) (65,5) (47,5) (29,1) (69,3) (76,1) (52,4) (12,4) (40,4) (7,4) (57,4) (80,2) (75,4) (33,3) (54,4) (45,5) (49,1) (64,2) (67,3) (99,4) (19,5) (103,4) (50,2) (94,3) (41,5) (101,4) (30,4) (16,3) (71,3) (82,4) (22,3) (8,2) (70,4)
|
||||||
|
(81,5) (108,2) (21,2) (51,4) (23,4) (64,4) (7,3) (95,2) (100,4) (61,2) (0,5) (25,3) (43,4) (4,4) (84,5) (41,5) (109,4) (66,3) (20,1) (34,5) (33,2) (93,5) (62,4) (3,3) (6,1) (30,2) (89,1) (86,1) (40,5) (68,4)
|
||||||
|
(40,5) (73,4) (89,4) (46,4) (8,5) (21,2) (6,4) (71,4) (33,2) (55,4) (70,2) (54,4) (9,4) (69,1) (106,5) (78,4) (31,2) (22,2) (97,4) (29,5) (56,3) (75,3) (14,1) (93,2) (38,5) (17,4) (104,3) (51,4) (90,2) (109,1) (72,2) (86,2) (61,4) (1,2) (94,3) (28,4) (74,4) (88,4) (92,4) (37,3) (65,2) (11,1) (87,1) (100,4) (77,4) (45,3) (5,2) (36,4) (50,1) (57,1) (13,2) (20,1) (101,4) (95,4) (42,4) (91,4) (66,4) (16,4) (79,1) (105,4) (47,4) (63,3) (39,3) (76,4) (99,1) (23,5) (98,5) (67,3)
|
||||||
|
(35,2) (8,3) (63,5) (56,5) (77,4) (105,2) (29,4) (78,4) (34,3) (36,4) (76,5) (3,2) (4,2) (32,4) (67,2) (72,1) (39,4) (21,2) (84,3) (11,1) (0,1) (101,3) (88,4) (17,4) (27,4) (87,4) (103,5) (37,4) (71,4) (31,4) (2,4) (99,5) (58,2) (26,4) (46,3) (104,3) (7,1) (106,4) (91,1) (94,4) (62,4) (10,1) (53,3) (60,4) (28,4) (92,2) (65,3) (42,1) (66,4) (49,1) (15,4) (45,1) (107,5) (6,3) (23,5) (38,4) (41,5) (69,4) (19,4) (5,4) (16,4) (96,3) (12,3) (74,1) (40,1) (79,1) (73,1) (109,2) (50,4) (81,4)
|
||||||
|
(92,4) (32,1) (61,3) (3,2) (53,1) (78,4) (82,3) (62,1) (72,2) (14,5) (103,1) (79,4) (60,5) (40,1) (47,2) (68,3) (20,5) (86,4) (15,3) (35,3) (99,4) (102,4) (22,4) (83,2) (108,1) (45,3) (85,4) (93,2) (75,3) (34,2) (4,3) (91,4) (54,1) (38,4) (98,4) (10,3) (96,4) (26,3) (18,5) (51,5) (9,5) (77,5) (66,1) (41,1) (107,4) (27,1) (23,4) (49,4) (67,5)
|
||||||
|
(6,1) (77,5) (33,1) (17,4) (75,5) (47,2) (84,3) (70,3) (46,4) (23,3) (39,4) (95,3) (61,4) (18,1) (45,5) (83,4) (22,3) (90,4) (21,5) (10,4) (9,5) (11,1) (85,4) (93,1) (54,5) (66,3) (80,1) (8,4) (63,4) (48,4)
|
||||||
|
(100,4) (1,5) (77,2) (105,4) (53,4) (36,2) (80,4) (107,4) (103,4) (50,3) (76,4) (75,1) (78,5) (23,3) (99,5) (8,2) (82,4) (87,2) (34,3) (10,1) (98,3) (84,1) (42,4) (58,4) (41,5) (92,3) (2,5) (85,4) (65,3) (48,5) (31,1) (46,1) (70,4) (44,5) (68,2) (81,4) (64,4) (22,5) (49,4) (11,3) (24,3) (26,3) (4,4) (94,2) (71,5) (3,3) (19,1) (37,2) (38,5) (5,5) (66,2) (25,2) (90,4) (35,4) (72,1) (106,3) (0,1)
|
||||||
|
(23,1) (46,3) (103,4) (104,4) (99,4) (47,5) (31,4) (67,4) (22,2) (71,4) (68,1) (80,4) (92,4) (76,1) (60,5) (89,4) (102,5) (19,5) (73,4) (2,4) (51,4) (42,4) (18,1) (101,1) (105,1) (21,5) (33,5) (5,2) (95,3) (16,3) (81,1) (38,4) (100,4) (109,4) (84,5) (64,4) (79,5) (74,2) (24,4) (70,5) (7,2) (88,4) (59,5) (107,5) (97,2) (69,3) (85,2) (56,4) (30,1) (77,4) (91,4) (83,4) (66,3) (94,4) (11,5) (52,4) (57,4) (3,2) (75,3) (43,5) (17,3) (32,4) (78,1) (8,1) (63,4) (96,3) (98,3) (61,1)
|
||||||
|
(77,4) (102,5) (60,4) (103,1) (24,4) (18,4) (95,4) (31,5) (109,4) (85,4) (94,3) (37,5) (92,4) (49,4) (15,2) (34,4) (26,5) (42,4) (27,2) (107,4) (2,3) (14,1) (90,2) (104,1) (76,4) (45,2) (6,5) (10,4) (99,4) (70,4) (51,4) (48,4)
|
||||||
|
(53,1) (93,1) (107,2) (22,4) (100,3) (60,5) (77,4) (4,5) (68,3) (96,4) (1,3) (28,4) (23,4) (34,1) (98,3) (66,4) (69,4) (31,5) (78,4) (47,3) (19,3) (6,4) (91,4) (55,4) (101,5) (24,4) (8,5) (74,1) (50,4) (51,2) (104,1) (87,5) (2,1) (21,3) (86,3) (88,4) (109,1) (33,5)
|
||||||
|
(44,2) (61,4) (81,2) (35,1) (87,5) (104,3) (64,2) (57,4) (37,4) (20,2) (30,4) (36,1) (38,2) (100,4) (103,2) (82,4) (4,4) (108,4) (69,3) (0,3) (23,4) (14,1) (8,2) (91,4) (97,4) (63,5) (22,1) (79,3) (25,4) (98,4) (55,4) (59,3) (105,4) (3,1) (73,5) (60,5) (93,4) (95,3) (21,5) (40,2) (76,2) (9,4) (96,4) (72,5) (15,2) (101,4) (2,1) (32,2) (54,3) (84,1) (45,4) (48,2) (65,5) (107,4) (29,3) (52,1) (17,2) (26,4) (62,1) (66,3) (89,3) (24,3) (18,5) (58,4) (39,1) (12,4) (6,2) (74,5) (85,4) (31,1)
|
||||||
|
(38,4) (44,2) (39,4) (77,4) (107,4) (98,2) (108,2) (97,3) (69,2) (5,4) (64,1) (31,4) (10,1) (100,1) (61,5) (27,3) (1,3) (46,3) (89,5) (18,1) (53,1) (82,4) (12,1) (15,5) (95,2)
|
||||||
|
(40,4) (106,4) (80,5) (62,4) (56,3) (19,1) (31,2) (61,1) (55,4)
|
||||||
|
(24,4) (101,1) (86,4) (40,3) (4,2) (34,5) (66,5) (102,5) (85,3) (60,4) (33,4) (49,5) (39,3) (83,1) (80,1) (5,2) (45,2) (100,1) (57,4) (79,3) (6,3) (26,2) (70,4) (2,2) (109,4) (22,1) (17,4) (71,1) (1,3) (56,5) (76,1) (23,4)
|
||||||
|
(25,2) (16,1) (50,2) (21,3) (14,5) (65,4) (9,1) (88,4) (32,2) (105,5) (78,5) (31,3) (0,4) (90,4) (18,4) (84,4) (106,4) (83,5) (104,1) (56,3) (82,4) (24,2) (109,4) (1,5) (33,5) (41,4) (37,1) (98,5) (5,4) (38,4) (11,1) (42,3) (30,4) (95,3) (19,4) (62,4) (45,4) (69,4) (28,4) (44,4) (64,1) (100,1) (17,1) (51,5) (7,1) (81,5) (102,4) (70,4) (85,5)
|
||||||
|
(14,1) (20,3) (18,3) (59,2) (109,4) (0,4) (74,1) (21,4) (30,1) (1,3) (77,3) (106,4) (37,4) (46,3) (81,1) (71,5) (102,4) (51,1) (31,4) (82,5) (55,2)
|
||||||
|
(18,4) (27,1) (54,2) (42,4) (58,3) (99,5) (97,2) (68,4) (8,4) (96,2) (21,2) (72,4) (48,5) (63,2) (59,4) (73,5) (87,4) (64,3) (39,3) (30,2) (95,3) (98,5) (23,5) (43,4) (80,1) (11,4) (31,5) (105,3) (3,1) (76,5) (90,2) (79,4) (44,1) (92,4) (77,3) (78,3) (53,1) (89,4) (13,5)
|
||||||
|
(10,4) (38,4) (58,5) (101,1) (34,1) (45,4) (13,4) (30,4) (4,4) (86,4) (51,1) (39,4) (108,5) (92,3) (0,1) (98,5) (24,5) (5,5) (64,5) (16,4) (55,3) (84,4) (20,4) (6,2) (103,4) (26,4) (2,2) (73,5) (62,4) (75,1) (7,4) (21,2) (49,3) (18,4) (102,3) (25,4) (91,1) (1,5) (105,3) (57,2) (63,4) (15,1) (67,4) (23,1) (85,4) (40,5) (79,1) (46,2) (32,3) (37,4) (68,4) (87,5) (66,1) (77,4) (33,4) (70,5) (56,4) (53,4) (28,5) (31,2) (95,3) (89,5) (11,2) (107,5) (19,4) (41,1) (94,4) (35,4)
|
||||||
|
(67,4) (9,5) (104,3) (34,1) (10,4) (76,3) (33,3) (93,3) (78,1) (17,4) (107,4) (80,4) (69,4) (64,2) (75,4) (56,2) (7,1) (20,5) (73,3) (6,5) (8,4) (70,3) (60,3) (48,3) (85,5) (27,2) (58,4) (46,2) (42,2) (54,3) (28,5) (11,4) (53,3) (88,4) (90,1) (99,4) (16,1) (22,5) (81,5) (72,4) (4,1) (15,4) (26,2) (71,3) (65,3) (40,4) (108,4) (41,2) (89,4) (25,5) (106,4) (55,2) (12,2) (79,2) (66,3) (96,4) (100,3) (30,4) (52,3) (38,3) (5,2) (39,3) (19,2) (3,4) (82,3) (18,2) (105,5) (36,1)
|
||||||
|
(68,3) (55,5) (57,5) (40,1) (72,4) (37,4) (56,4) (24,2) (13,4) (107,4) (85,1) (58,5) (97,3) (67,2) (92,5) (7,1) (62,5) (48,3) (51,5) (54,5) (17,2) (5,1) (34,3) (109,1) (27,4) (30,3) (41,4) (47,3) (79,4) (31,5) (105,5) (100,3) (70,1) (75,4) (93,1) (33,4) (10,3) (45,1) (36,5) (99,4) (18,4) (26,4) (65,4) (60,2) (53,1) (1,3) (81,3) (106,4) (64,4) (78,2) (32,2) (16,5) (77,4) (9,4) (98,5) (90,2) (63,4) (88,3) (101,5) (52,1)
|
||||||
|
(64,4) (12,2) (57,4) (101,4) (23,1) (90,5) (9,2) (94,4) (77,5) (8,4) (40,5) (74,1) (70,3) (10,1) (91,4) (5,4) (60,5) (76,3) (87,3) (83,4) (29,2) (17,5) (49,2) (51,2) (53,4) (28,2) (93,3) (32,3)
|
||||||
|
(13,5) (26,5) (44,4) (47,3) (18,5) (51,2) (94,5) (87,3) (91,4) (96,4) (2,4) (16,5) (89,4) (104,3) (31,3) (38,4) (56,4) (33,4) (52,4) (35,4) (71,5) (74,2) (3,4) (73,1) (41,1) (98,3) (75,4) (97,1) (106,3) (63,5) (17,2) (105,5) (30,4) (21,3) (60,5) (102,5) (107,4) (37,1) (9,2) (15,3) (40,2) (85,3) (67,5) (100,1) (43,5) (27,4) (68,4) (57,4) (7,5) (46,4) (6,3) (62,1) (54,5) (103,2) (23,4) (84,2) (59,1) (95,3) (61,3) (76,5) (86,2) (22,2) (20,4) (101,1) (1,3) (25,1) (90,4) (34,4) (0,5) (29,3) (72,3) (14,1) (88,4) (109,4)
|
||||||
|
(94,4) (90,1) (73,5) (0,4) (28,5) (9,3) (19,1) (83,4) (39,3) (98,2) (82,2) (107,2) (63,1) (85,3) (104,4) (58,2) (80,2) (2,3) (75,1) (60,4) (23,4) (26,1) (20,2) (18,1) (79,1) (44,5) (30,2) (4,3) (108,2) (38,5) (34,2) (17,3) (48,3) (84,5) (95,4) (91,4) (88,3) (56,4)
|
||||||
|
(99,2) (7,3) (35,3) (51,5) (75,2) (53,5) (80,1) (106,4) (34,5) (11,2) (50,1) (26,1) (8,4) (30,4) (76,4) (20,5) (82,4)
|
||||||
|
(38,2) (46,4) (49,1) (26,3) (82,5) (45,3) (106,5) (70,1) (96,3) (100,1) (19,3) (22,3) (93,4) (43,3) (54,2) (73,4) (68,4) (37,1) (83,3) (23,2) (58,4) (10,4) (14,3) (85,2) (25,5) (40,4) (15,4) (13,3) (51,3) (56,5) (66,1) (33,1) (102,4) (62,1) (90,2)
|
||||||
|
(81,4) (46,5) (100,4) (85,2) (10,4) (80,3) (108,5) (67,2) (77,4) (31,4) (90,1) (41,4) (12,2) (92,3) (71,4) (104,4) (50,4) (109,3) (65,4) (27,5) (53,1) (30,1) (19,1) (97,1) (48,1) (0,2) (38,4) (40,5) (6,4) (55,1) (95,3) (57,4) (32,1) (72,2) (83,4) (16,1) (13,3) (60,3) (54,3) (99,4) (18,5) (49,4) (76,2) (79,4) (86,4) (3,3) (58,5) (23,4) (63,3) (37,2)
|
||||||
|
(18,4) (16,4) (45,5)
|
||||||
|
(107,5) (18,4) (46,4) (44,4) (61,2) (85,5) (24,2) (36,2) (89,4) (13,3) (5,5) (91,1) (42,4) (74,3) (71,1) (31,2) (92,3) (27,3) (55,2) (68,4) (11,5) (54,3) (60,4) (15,5) (40,4) (63,1) (78,4) (28,3) (101,1) (45,1) (22,5) (16,4) (93,2) (81,1) (104,2) (87,5) (86,5) (8,2) (67,2) (58,1) (12,5) (3,5) (35,1) (51,5) (76,2) (29,5) (53,2) (43,5) (98,5) (102,2) (100,3) (32,5) (105,5) (30,4) (50,4)
|
||||||
|
(84,2) (101,2) (99,3) (72,2) (41,1) (28,4) (49,4) (33,1) (74,4) (46,4) (80,3) (51,4) (56,2) (50,4) (35,3) (93,4) (69,4) (40,4) (106,1) (104,1) (8,5) (58,1) (22,5) (103,4) (66,4) (85,2) (90,4) (63,1) (108,2) (34,4) (89,1) (19,4) (27,1) (107,4) (62,2) (55,5) (100,3) (39,3)
|
||||||
|
(40,4) (92,3) (73,4) (109,2) (51,3) (15,4) (62,4) (47,4) (22,3) (76,3) (85,1) (98,2) (39,5) (25,5) (95,3) (7,2) (37,4) (93,4) (48,4) (88,3) (2,4) (36,4) (58,1) (44,5) (10,2) (102,3) (11,3) (86,1) (96,3) (16,4) (82,5) (30,4) (67,4) (52,4) (84,4) (18,4) (9,4) (66,3) (55,1) (38,4)
|
||||||
|
(21,5) (99,5) (84,5) (96,3) (93,1) (29,4) (91,1) (77,2) (88,2) (37,5) (22,5) (94,2) (108,3) (15,2) (66,4) (41,4) (72,4) (103,1) (46,4) (58,1) (69,4) (14,1) (16,2) (19,4) (57,3) (89,1) (83,1) (61,1) (8,3) (75,2) (95,1) (3,2) (60,4) (62,4) (4,2) (10,4) (92,4) (28,4) (2,4) (35,3) (70,5)
|
||||||
|
(16,4)
|
||||||
|
(38,5) (71,3) (17,5) (6,4) (42,4)
|
||||||
|
(96,1) (88,4) (2,4) (91,5) (35,4) (8,1) (28,5) (76,5) (30,2) (67,2) (86,2) (34,1) (101,4) (95,3) (66,1) (69,1) (4,3)
|
||||||
|
(33,1) (5,1) (4,3) (29,3) (65,1) (40,5) (45,2) (69,1) (10,5) (42,3) (81,3) (53,5) (30,4) (58,3) (41,1) (52,1) (0,3) (91,5) (44,4) (101,4) (37,4) (25,4) (36,5) (92,3) (78,2) (34,3) (11,3) (32,2) (74,4) (59,3) (2,5) (79,5) (93,2) (109,4) (87,4) (107,4) (9,5) (55,2) (38,3) (48,1) (98,3) (82,5) (15,1) (54,4) (94,4) (61,5) (102,3) (96,4) (80,1) (21,4) (23,1) (63,4) (73,5) (31,2) (17,4) (28,3) (12,4) (72,4) (108,4) (85,2) (50,5) (35,1) (100,5) (8,1) (49,4)
|
||||||
|
(58,1) (8,1) (41,3) (55,5) (26,2) (87,2) (68,2) (44,5) (4,1) (5,1) (80,1) (90,5) (7,5) (84,3) (63,5) (23,4) (3,1) (70,3) (11,3) (102,5) (98,5) (30,3) (33,4) (60,1) (48,5) (40,1) (101,3) (54,2) (13,5) (56,4) (50,5) (45,4) (47,3) (76,3) (106,4) (74,4) (97,5) (100,2) (94,3) (83,1) (22,3) (18,5) (78,2) (65,5) (75,3) (24,4) (61,2) (0,2) (51,4) (85,2) (99,4) (49,4) (62,3) (52,4) (43,3) (15,4) (17,4) (103,1) (67,5)
|
||||||
|
(44,3) (32,4) (102,4) (54,3) (14,1) (5,4) (21,2) (6,3) (77,2) (97,2) (15,4) (51,1) (12,4) (1,1) (104,3) (37,5) (103,3) (10,4) (62,4) (22,2) (9,3) (16,2) (19,4) (65,5) (74,2) (96,1) (69,3) (85,1) (13,1) (100,4) (39,3) (42,3) (8,4) (68,2) (78,4) (25,4) (76,3) (82,4) (28,1) (40,4) (95,5) (63,3) (58,1) (41,5) (46,1) (52,4) (38,2) (50,4) (0,5) (70,5)
|
||||||
|
(36,1) (97,4) (74,5) (58,1) (76,2) (40,5) (39,3) (10,2) (81,3) (51,4) (14,4) (34,2) (53,1) (72,2) (66,4) (102,4) (63,4) (92,4) (93,4) (46,1) (90,4) (0,4) (64,3) (8,2)
|
||||||
|
(67,4) (42,4) (5,5) (98,1) (71,4) (86,4) (59,3) (0,3) (17,2) (11,3) (14,4) (10,4) (12,2) (7,5) (58,4)
|
||||||
|
(59,4) (62,2) (28,5) (78,3) (99,2) (15,1) (104,4) (30,4) (70,3) (26,1) (84,4) (5,2) (54,1) (89,4) (47,4) (38,4) (22,1) (95,4) (65,1) (23,4)
|
||||||
|
(73,3) (85,5) (4,4) (50,2) (25,2) (104,3) (53,4) (5,2) (47,4) (48,4) (81,3) (88,3) (98,4) (97,4) (52,2) (22,4) (66,3) (62,5) (45,4) (6,5) (19,2) (18,1) (94,5) (38,5) (35,3) (55,5) (102,1) (43,5) (74,5) (106,1) (108,3) (100,5) (41,3) (82,4) (37,4) (2,4) (29,4) (92,1) (83,3) (16,1) (31,1) (77,3) (61,3) (67,4) (87,2) (105,2) (75,1) (7,2) (44,4) (68,4) (32,2)
|
||||||
|
(63,2) (42,4) (12,4) (26,1) (92,5) (82,4) (62,5) (38,4) (9,4) (65,1) (5,5) (27,2) (49,4) (0,2) (45,4) (32,2) (89,2) (53,4) (40,5) (96,4) (76,4) (33,2) (93,4) (57,2) (58,5) (78,5) (25,4) (103,3) (99,4) (29,1) (64,4) (79,2) (68,4) (101,4) (66,4) (105,3) (28,3) (15,4) (106,5) (72,2) (34,5) (39,4) (10,5) (13,5) (97,5) (88,4) (22,3) (36,4) (43,4) (81,2) (108,4) (74,5) (85,4) (77,4) (19,2)
|
||||||
|
(57,4) (107,3) (73,5) (89,4) (20,4) (35,1) (60,1) (22,4) (9,4) (55,2) (79,4) (105,5) (44,4) (70,2) (66,3) (97,1) (13,1) (78,3) (30,4) (53,4) (3,5) (92,3) (46,3) (77,1) (68,5) (8,2) (33,4) (54,5) (51,5) (19,5) (42,2) (100,3) (72,3) (29,4) (32,4) (95,4) (15,4) (64,4) (99,2) (52,4) (104,2) (39,4) (0,4) (101,4) (108,4) (37,5) (62,3) (40,4) (61,2) (12,4) (1,2) (21,1) (103,4) (38,2) (34,4) (74,1) (81,4)
|
||||||
|
(74,3) (76,4) (4,2) (11,4) (68,1) (50,1) (106,3)
|
||||||
|
(35,4) (0,3) (62,3) (86,3) (52,4) (97,4) (4,3) (17,1) (25,5) (73,3) (12,4) (84,4) (101,4) (78,4) (82,2) (98,2) (109,5) (21,5) (10,2) (28,1) (51,5) (14,2) (42,2) (102,5) (65,1) (67,4) (37,1) (44,4) (103,3) (39,4) (90,3) (15,1) (31,4) (41,3) (50,4) (55,4) (48,1) (91,4) (40,4) (69,1) (49,4) (60,1) (27,2) (46,1) (104,1) (56,4) (54,2) (2,4)
|
||||||
|
(1,4) (107,2) (66,4) (39,5) (29,4) (65,5) (9,4) (49,1) (12,4) (95,4) (40,4) (6,3) (41,3) (10,1)
|
||||||
|
(81,3) (30,5) (92,2) (44,2) (95,2) (6,4) (54,5) (25,4) (46,4) (74,2) (91,4) (64,4) (31,4) (107,4) (94,5) (98,3) (60,2) (105,2) (82,2) (26,4) (78,4)
|
||||||
|
(65,2) (23,3) (89,4) (102,2) (103,3) (81,4) (82,3) (17,3) (77,2) (15,4) (52,5) (56,4) (22,5) (36,5) (51,4) (58,2) (108,1) (95,4) (6,1) (21,3) (80,1) (43,2) (5,1) (2,4) (73,3) (100,1) (4,4) (64,1) (12,3) (0,4) (47,2) (92,1) (35,2) (18,4) (40,5) (96,4) (101,4) (68,3) (79,1) (87,2) (19,4) (45,5) (8,1) (42,1) (37,4) (70,4) (14,3) (26,3) (72,5)
|
||||||
|
(57,1) (96,5) (22,1) (69,2) (83,4) (84,5) (27,2) (5,4) (54,4) (37,2) (10,3) (55,2) (47,3) (16,4) (32,1) (44,5) (70,5) (101,1) (52,2) (36,2) (17,5) (9,2) (81,4) (58,3) (18,1) (98,2) (109,3) (94,4) (104,4) (105,1) (103,4) (61,1) (88,4) (56,1) (86,3) (108,2) (48,1) (71,4) (78,1) (46,1) (82,4) (25,1)
|
||||||
|
(34,3) (66,5) (21,1) (51,3) (87,2) (64,4) (10,2) (91,4) (23,5) (80,2) (100,4) (40,4) (69,4) (101,3) (12,4) (24,3) (85,2) (41,4) (6,5) (44,2) (55,4) (35,2) (77,4) (95,4) (38,4) (0,4) (16,1) (13,4) (37,2) (103,4) (79,3) (52,5) (45,5) (47,2) (26,5) (92,4) (5,5) (32,3) (50,4) (102,4) (98,4) (11,4) (18,4) (90,2) (17,4)
|
||||||
|
(60,1) (55,1) (30,3) (67,1) (4,4) (75,2) (68,4) (89,4) (85,5) (88,1) (93,4) (108,5) (66,2) (99,4) (0,5) (21,1) (8,4) (20,1) (25,4) (54,4) (95,3) (39,4) (3,3) (97,1) (45,1) (43,2) (32,4) (17,3) (2,2) (62,4) (64,4) (44,5) (72,1) (28,1) (14,4) (100,5) (101,5) (29,4) (53,1) (106,5) (50,1) (26,5)
|
||||||
|
(8,1) (62,2) (7,5) (6,4) (97,2) (53,4) (68,3) (36,1) (58,5) (101,4) (28,5) (60,5) (85,5) (71,3) (65,1) (46,4) (32,4) (42,2) (41,1) (19,2) (82,2) (55,2) (33,4) (59,4) (72,5) (84,1) (25,5) (18,3) (80,4) (26,5) (12,3) (54,4) (91,2) (64,2) (9,5) (43,4) (76,3) (75,5) (13,4) (99,4) (79,5) (106,4) (31,3) (17,1) (94,4) (69,4) (81,1) (70,5) (38,2) (3,4) (86,4) (39,5) (90,4) (98,4) (47,1) (48,1) (56,5) (10,1) (5,5) (21,1) (67,1) (1,4) (44,2) (23,3)
|
||||||
|
(106,3) (82,4) (61,4) (59,4) (103,1) (84,1) (66,4) (48,1) (90,4) (93,4) (40,3) (30,5) (72,4) (11,2) (36,4) (31,4) (4,4) (108,4) (53,3) (27,4) (91,1) (56,4) (13,5) (9,2) (86,2)
|
||||||
|
(96,1) (36,1) (0,5) (51,1) (14,5) (10,5) (69,3) (81,1) (3,3) (49,5) (28,2) (65,2) (70,4) (106,1) (78,4) (9,4) (75,4) (60,3) (89,4) (76,2) (29,1) (13,5) (72,4) (52,3) (105,2) (12,4) (103,3) (45,1) (83,2) (4,2) (41,2) (5,2) (38,5) (107,4) (99,5) (8,1) (87,3) (46,4) (19,2) (73,1) (31,5)
|
||||||
|
(39,4)
|
||||||
|
(1,1) (75,4) (56,4) (108,3) (104,3) (94,4) (58,5) (50,1) (91,3) (92,3) (47,4) (49,5) (32,4) (45,1) (14,4) (46,2) (67,3) (78,4) (48,4) (59,5) (2,2) (64,2) (10,3) (34,5) (25,1) (57,4) (24,2) (0,1) (71,4) (69,3) (61,1) (89,4)
|
||||||
|
(17,3) (30,1) (66,4) (18,3) (84,3) (51,4) (101,1) (36,4) (26,5) (38,4) (61,4) (48,1) (16,4) (50,4) (95,3) (44,4) (108,4) (56,5) (64,5) (77,1) (13,2) (78,4) (104,4) (19,4) (90,3) (69,4) (94,4) (86,4) (75,2) (9,3) (28,4) (5,5) (31,4) (23,1) (72,2) (96,4) (22,4) (91,3) (46,1) (58,3) (52,1) (92,3) (42,2) (63,1) (68,4) (76,3) (103,4) (105,4) (100,2) (7,4) (81,5) (39,3) (32,5) (82,4) (25,3) (33,4) (85,4) (93,4) (67,4) (47,4) (65,5) (4,5) (70,4) (41,3) (83,5) (21,4) (29,1) (55,1) (98,3) (8,4) (57,2) (74,4) (59,1) (40,5) (109,3) (3,1)
|
||||||
|
(31,1) (72,4) (59,1) (34,4) (4,2) (45,4) (80,3) (24,2) (102,4) (5,2) (103,5) (74,4) (77,3) (10,4) (106,2) (22,5) (51,4) (40,5) (23,5) (82,5) (89,1) (30,5) (61,4) (96,5) (95,4) (15,4) (26,4) (32,3) (27,5) (14,2) (9,3) (49,2) (35,1) (88,2) (46,5) (16,1) (76,4) (69,3) (50,5) (67,4) (93,4) (101,5) (78,5) (36,4)
|
||||||
|
(17,2) (4,5) (95,5) (16,4) (77,3) (51,2) (13,1) (57,4) (45,1) (108,1) (24,4) (86,4) (66,1) (73,5) (76,4)
|
||||||
|
(52,3)
|
||||||
|
(24,3) (100,4) (20,1) (74,1) (55,4) (90,2) (8,5) (7,2) (83,1) (32,5) (12,3) (88,2) (47,3) (93,5) (97,5) (3,2) (92,3) (106,4) (70,4) (68,4) (50,2) (45,1) (35,4) (46,5) (107,4) (44,4) (64,3) (53,1) (1,5) (82,2) (62,3) (9,4) (67,4) (105,4) (29,3) (95,3) (5,4) (96,5) (30,4) (48,3) (98,2) (94,3) (71,4) (77,4) (78,1) (42,2) (104,2) (41,3) (49,3) (13,4) (16,4) (108,4) (75,1) (60,3)
|
||||||
|
(84,4) (76,1) (28,4) (65,4)
|
||||||
|
(29,3) (46,4) (86,2) (58,4) (104,1) (52,1) (66,5) (91,4) (2,4) (50,2) (96,4) (64,2) (81,5) (24,5) (73,2) (54,2) (34,3) (89,2) (37,2) (87,2) (1,2) (11,4) (0,4) (3,3) (18,4) (67,5) (68,1) (95,4) (65,5) (44,4) (13,2) (5,5) (79,5) (90,4) (40,3) (56,5) (48,4) (78,5) (36,2) (47,5) (51,3) (107,4) (72,5)
|
||||||
|
(68,5) (34,4) (103,1) (98,2) (13,5) (92,1) (10,5) (86,3) (73,3) (85,5) (33,4) (88,4) (66,4) (100,5) (54,4) (8,4) (14,2) (91,5) (21,5) (53,4) (70,1) (52,1) (11,1) (7,2) (56,2) (65,3) (95,5) (2,5) (76,1) (67,4) (22,5) (41,3) (17,4) (96,4) (97,2) (93,3) (1,2) (71,4) (89,4) (101,2) (105,3) (61,3) (32,4) (84,3) (108,4) (43,4) (94,3) (5,4) (64,2) (62,1) (63,5) (4,2) (37,1) (18,3) (19,4) (6,5) (81,1) (107,5)
|
||||||
|
(20,4) (26,4) (97,5) (5,4) (24,2) (11,1) (29,5) (4,2) (103,4) (56,4) (66,5) (54,1) (27,1) (23,5) (31,5) (1,2) (45,3) (75,2) (51,4) (41,2) (70,1) (47,4) (77,4) (83,2) (65,4) (92,4) (19,3) (38,3) (95,5) (78,2) (107,4) (18,4) (68,1) (13,5) (52,2)
|
||||||
|
(32,4) (14,5) (26,2) (103,4) (22,4) (15,5) (74,1) (93,1) (4,1) (31,1) (87,5) (33,1) (88,2) (80,5) (40,4) (68,5) (108,3) (53,3) (61,4) (18,1) (66,3) (106,5) (9,4) (78,4) (83,5) (77,4) (52,5) (104,1) (34,3) (109,4) (58,4) (101,3) (25,4) (94,1) (2,2) (8,4) (89,2) (28,4) (35,3) (50,4) (67,5) (65,4)
|
||||||
|
(12,4) (78,3) (37,4) (76,4) (3,4) (101,3) (52,2) (71,3) (48,4) (98,1) (28,2) (40,4) (30,2) (95,3) (18,4)
|
||||||
|
(89,3) (79,3) (68,4) (67,1) (99,4) (66,5) (25,3) (48,1) (27,4) (18,3) (56,5) (38,3) (43,5) (102,3) (45,3) (51,4) (62,1) (37,5) (16,5) (24,4) (84,4) (109,4) (39,3) (69,4) (34,5) (4,2) (35,2) (10,4) (82,2) (85,4) (54,4) (72,1) (96,4) (9,4) (65,1) (57,4) (93,2) (73,5) (95,4) (98,3) (64,4) (23,2) (3,2) (7,3) (14,2) (15,4) (26,4) (83,4) (1,5) (75,4) (104,1) (70,4) (101,1) (100,4) (94,5) (105,4) (33,4) (92,3) (8,1) (46,4) (13,4) (106,1) (52,4) (91,4) (86,4) (97,3) (88,4) (44,3) (19,3)
|
||||||
12
hws/amazon_prime/output_15_5.txt
Normal file
12
hws/amazon_prime/output_15_5.txt
Normal file
@@ -0,0 +1,12 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
The Shawshank Redemption
|
||||||
|
The Godfather
|
||||||
|
Schindler's List
|
||||||
|
The Lord of the Rings: The Return of the King
|
||||||
|
The Departed
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
Little Women
|
||||||
|
Breaking Bad
|
||||||
|
Game of Thrones
|
||||||
|
The Twilight Zone
|
||||||
|
The Simpsons
|
||||||
14
hws/amazon_prime/output_15_6.txt
Normal file
14
hws/amazon_prime/output_15_6.txt
Normal file
@@ -0,0 +1,14 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
The Shawshank Redemption
|
||||||
|
The Godfather
|
||||||
|
Schindler's List
|
||||||
|
The Lord of the Rings: The Return of the King
|
||||||
|
The Departed
|
||||||
|
Green Book
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
Little Women
|
||||||
|
Breaking Bad
|
||||||
|
Game of Thrones
|
||||||
|
The Twilight Zone
|
||||||
|
The Simpsons
|
||||||
|
Friends
|
||||||
2
hws/amazon_prime/output_1_0.txt
Normal file
2
hws/amazon_prime/output_1_0.txt
Normal file
@@ -0,0 +1,2 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
4
hws/amazon_prime/output_1_1.txt
Normal file
4
hws/amazon_prime/output_1_1.txt
Normal file
@@ -0,0 +1,4 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Elvis
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
Little Women
|
||||||
22
hws/amazon_prime/output_1_10.txt
Normal file
22
hws/amazon_prime/output_1_10.txt
Normal file
@@ -0,0 +1,22 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Elvis
|
||||||
|
The Shawshank Redemption
|
||||||
|
The Godfather
|
||||||
|
Schindler's List
|
||||||
|
The Lord of the Rings: The Return of the King
|
||||||
|
Forrest Gump
|
||||||
|
Gladiator
|
||||||
|
The Departed
|
||||||
|
12 Years a Slave
|
||||||
|
Green Book
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
Little Women
|
||||||
|
The West Wing
|
||||||
|
Breaking Bad
|
||||||
|
Game of Thrones
|
||||||
|
The Twilight Zone
|
||||||
|
The Simpsons
|
||||||
|
Friends
|
||||||
|
The Mary Tyler Moore Show
|
||||||
|
M*A*S*H
|
||||||
|
The Wire
|
||||||
12
hws/amazon_prime/output_1_5.txt
Normal file
12
hws/amazon_prime/output_1_5.txt
Normal file
@@ -0,0 +1,12 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Elvis
|
||||||
|
The Shawshank Redemption
|
||||||
|
The Godfather
|
||||||
|
Schindler's List
|
||||||
|
The Lord of the Rings: The Return of the King
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
Little Women
|
||||||
|
The West Wing
|
||||||
|
Breaking Bad
|
||||||
|
Game of Thrones
|
||||||
|
The Twilight Zone
|
||||||
30
hws/amazon_prime/output_497_14.txt
Normal file
30
hws/amazon_prime/output_497_14.txt
Normal file
@@ -0,0 +1,30 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Elvis
|
||||||
|
The Shawshank Redemption
|
||||||
|
Schindler's List
|
||||||
|
Forrest Gump
|
||||||
|
Titanic
|
||||||
|
Gladiator
|
||||||
|
Green Book
|
||||||
|
The Silence of the Lambs
|
||||||
|
The Sound of Music
|
||||||
|
Amadeus
|
||||||
|
The English Patient
|
||||||
|
Moonlight
|
||||||
|
Birdman
|
||||||
|
No Country for Old Men
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
The Sopranos
|
||||||
|
The Simpsons
|
||||||
|
The Mary Tyler Moore Show
|
||||||
|
Stranger Things
|
||||||
|
Veep
|
||||||
|
Homeland
|
||||||
|
The Handmaid's Tale
|
||||||
|
The Office (U.S.)
|
||||||
|
I Love Lucy
|
||||||
|
The Americans
|
||||||
|
The People v. O.J. Simpson: American Crime Story
|
||||||
|
Better Call Saul
|
||||||
|
Hand of God
|
||||||
|
Atlanta
|
||||||
12
hws/amazon_prime/output_97_5.txt
Normal file
12
hws/amazon_prime/output_97_5.txt
Normal file
@@ -0,0 +1,12 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Elvis
|
||||||
|
The Shawshank Redemption
|
||||||
|
The Godfather
|
||||||
|
Schindler's List
|
||||||
|
Forrest Gump
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
The West Wing
|
||||||
|
The Sopranos
|
||||||
|
Breaking Bad
|
||||||
|
Game of Thrones
|
||||||
|
The Twilight Zone
|
||||||
158
hws/amazon_prime/output_97_500.txt
Normal file
158
hws/amazon_prime/output_97_500.txt
Normal file
@@ -0,0 +1,158 @@
|
|||||||
|
Prime: Movies we think you'll like:
|
||||||
|
Elvis
|
||||||
|
The Shawshank Redemption
|
||||||
|
The Godfather
|
||||||
|
Schindler's List
|
||||||
|
Forrest Gump
|
||||||
|
Titanic
|
||||||
|
The Departed
|
||||||
|
12 Years a Slave
|
||||||
|
Green Book
|
||||||
|
The Sound of Music
|
||||||
|
Amadeus
|
||||||
|
The English Patient
|
||||||
|
Argo
|
||||||
|
A Beautiful Mind
|
||||||
|
Spotlight
|
||||||
|
The King's Speech
|
||||||
|
Platoon
|
||||||
|
Dances with Wolves
|
||||||
|
The Green Mile
|
||||||
|
The Pianist
|
||||||
|
The Bridge on the River Kwai
|
||||||
|
West Side Story
|
||||||
|
The Godfather: Part II
|
||||||
|
The Hurt Locker
|
||||||
|
Slumdog Millionaire
|
||||||
|
Rain Man
|
||||||
|
Rocky
|
||||||
|
Inception
|
||||||
|
Chariots of Fire
|
||||||
|
One Flew Over the Cuckoo's Nest
|
||||||
|
The Apartment
|
||||||
|
The French Connection
|
||||||
|
Gone with the Wind
|
||||||
|
Casablanca
|
||||||
|
The Phantom of the Opera
|
||||||
|
My Fair Lady
|
||||||
|
The Life of Emile Zola
|
||||||
|
The Deer Hunter
|
||||||
|
Midnight Cowboy
|
||||||
|
American Beauty
|
||||||
|
Gentleman's Agreement
|
||||||
|
From Here to Eternity
|
||||||
|
Oliver!
|
||||||
|
Patton
|
||||||
|
The Artist
|
||||||
|
The Family Plan
|
||||||
|
A Man for All Seasons
|
||||||
|
The Greatest Show on Earth
|
||||||
|
An American in Paris
|
||||||
|
Kramer vs. Kramer
|
||||||
|
The Descendants
|
||||||
|
The Batman
|
||||||
|
Aquaman and the Lost Kingdom
|
||||||
|
Parasite
|
||||||
|
Wonka
|
||||||
|
The Last Emperor
|
||||||
|
Don't Look Up
|
||||||
|
Manchester by the Sea
|
||||||
|
Hacksaw Ridge
|
||||||
|
The Theory of Everything
|
||||||
|
Midnight in Paris
|
||||||
|
Coda
|
||||||
|
Catch Me If You Can
|
||||||
|
Nomadland
|
||||||
|
The Graduate
|
||||||
|
Pearl Harbor
|
||||||
|
Dune
|
||||||
|
King Richard
|
||||||
|
Drive My Car
|
||||||
|
The Fabelmans
|
||||||
|
The Long Goodbye
|
||||||
|
Nightmare Alley
|
||||||
|
A Star is Born
|
||||||
|
Everything Everywhere All at Once
|
||||||
|
Prime: TV shows we think you'll like:
|
||||||
|
The West Wing
|
||||||
|
The Sopranos
|
||||||
|
Breaking Bad
|
||||||
|
Game of Thrones
|
||||||
|
The Twilight Zone
|
||||||
|
The Simpsons
|
||||||
|
Friends
|
||||||
|
M*A*S*H
|
||||||
|
The Wire
|
||||||
|
The Marvelous Mrs. Maisel
|
||||||
|
The Crown
|
||||||
|
Fleabag
|
||||||
|
Stranger Things
|
||||||
|
Veep
|
||||||
|
The Big Bang Theory
|
||||||
|
Homeland
|
||||||
|
The Handmaid's Tale
|
||||||
|
The Office (U.S.)
|
||||||
|
Cheers
|
||||||
|
The Golden Girls
|
||||||
|
I Love Lucy
|
||||||
|
Sherlock
|
||||||
|
Fargo
|
||||||
|
Mad Men
|
||||||
|
The Boys
|
||||||
|
Hand of God
|
||||||
|
The Good Place
|
||||||
|
Atlanta
|
||||||
|
Barry
|
||||||
|
The Office (UK)
|
||||||
|
Monty Python's Flying Circus
|
||||||
|
The Daily Show with Jon Stewart
|
||||||
|
Late Night with David Letterman
|
||||||
|
The Tonight Show Starring Johnny Carson
|
||||||
|
Saturday Night Live
|
||||||
|
The X-Files
|
||||||
|
The Big C
|
||||||
|
Ray Donovan
|
||||||
|
Keeping Up with the Kardashians
|
||||||
|
The Twilight Zone (2002)
|
||||||
|
Dexter
|
||||||
|
House of Cards
|
||||||
|
Boardwalk Empire
|
||||||
|
The Newsroom
|
||||||
|
Black-ish
|
||||||
|
The Good Wife
|
||||||
|
Parks and Recreation
|
||||||
|
Pose
|
||||||
|
This Is Us
|
||||||
|
Watchmen
|
||||||
|
Vigil
|
||||||
|
The Ellen DeGeneres Show
|
||||||
|
True Detective
|
||||||
|
The Cosby Show
|
||||||
|
The Witcher
|
||||||
|
Succession
|
||||||
|
The Tonight Show Starring Jimmy Fallon
|
||||||
|
Scrubs
|
||||||
|
Mindhunter
|
||||||
|
Euphoria
|
||||||
|
Arrested Development
|
||||||
|
Jury Duty
|
||||||
|
Seinfeld
|
||||||
|
Great News
|
||||||
|
Killers of the Flower Moon
|
||||||
|
House
|
||||||
|
Ted Lasso
|
||||||
|
How I Met Your Mother
|
||||||
|
Wednesday
|
||||||
|
Frasier
|
||||||
|
Modern Family
|
||||||
|
Better Things
|
||||||
|
Brooklyn Nine-Nine
|
||||||
|
Everybody Loves Raymond
|
||||||
|
Taxi
|
||||||
|
Late Night with Seth Meyers
|
||||||
|
30 Rock
|
||||||
|
Community
|
||||||
|
Squid Game
|
||||||
|
Will & Grace
|
||||||
|
Schitt's Creek
|
||||||
|
The Monkees
|
||||||
162
hws/amazon_prime/recommendation.cpp
Normal file
162
hws/amazon_prime/recommendation.cpp
Normal file
@@ -0,0 +1,162 @@
|
|||||||
|
#include "recommendation.h"
|
||||||
|
#include <cmath>
|
||||||
|
|
||||||
|
// implement collaborative filtering to recommend movies to a user based on the ratings of similar users. The predicted ratings are used to identify movies that the target user might like, and the recommendations are filtered based on a threshold.
|
||||||
|
// this function returns a list of movie IDs recommended for the user, in recommendedMovies; it assumes the caller would allocate memory for recommendedMovies.
|
||||||
|
void RecommendationSystem::recommendMovies(int userId, int numRecommendations, int* recommendedMovies) const {
|
||||||
|
|
||||||
|
// to count how many movies are recommended.
|
||||||
|
int index = 0;
|
||||||
|
// check if the given userId is valid
|
||||||
|
if (userId < 0 || userId >= numUsers) {
|
||||||
|
// handle invalid userId
|
||||||
|
return;
|
||||||
|
}
|
||||||
|
|
||||||
|
// calculate similarity scores between the target user (userId) and other users
|
||||||
|
// compute the similarity between the target user and all other users based on their movie ratings using the cosine similarity measure. The resulting similarity scores are stored in the similarityScores array. This information can then be used to recommend movies to the target user based on the preferences of similar users.
|
||||||
|
double* similarityScores = new double[numUsers];
|
||||||
|
for(int i=0; i<numUsers; i++){
|
||||||
|
// initialize every element in the array to 0.0.
|
||||||
|
similarityScores[i] = 0.0;
|
||||||
|
};
|
||||||
|
|
||||||
|
for (int otherUserId = 0; otherUserId < numUsers; ++otherUserId) {
|
||||||
|
if (otherUserId != userId) {
|
||||||
|
// calculate similarity using a simple dot product
|
||||||
|
double dotProduct = 0.0;
|
||||||
|
double magnitudeA = 0.0;
|
||||||
|
double magnitudeB = 0.0;
|
||||||
|
|
||||||
|
for (int movieId = 0; movieId < numMovies; ++movieId) {
|
||||||
|
dotProduct += userMovieRatingsMatrix[userId][movieId] * userMovieRatingsMatrix[otherUserId][movieId];
|
||||||
|
magnitudeA += userMovieRatingsMatrix[userId][movieId] * userMovieRatingsMatrix[userId][movieId];
|
||||||
|
magnitudeB += userMovieRatingsMatrix[otherUserId][movieId] * userMovieRatingsMatrix[otherUserId][movieId];
|
||||||
|
}
|
||||||
|
|
||||||
|
// avoid division by zero
|
||||||
|
// the similarity should be in the range of [0,1], with 1 being perfectly similar, and 0 being no similarity.
|
||||||
|
double similarity = (magnitudeA > 0.0 && magnitudeB > 0.0) ? dotProduct / (sqrt(magnitudeA) * sqrt(magnitudeB)) : 0.0;
|
||||||
|
// store the similarity score
|
||||||
|
similarityScores[otherUserId] = similarity;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
// identify users with high similarity and recommend movies they liked
|
||||||
|
for (int movieId = 0; movieId < numMovies; ++movieId) {
|
||||||
|
// user hasn't rated this movie: it's pointless to recommend a movie to the user if the user has already rated this movie.
|
||||||
|
if (userMovieRatingsMatrix[userId][movieId] == 0) {
|
||||||
|
|
||||||
|
// use these two variables to calculate a weighted sum of ratings from similar users
|
||||||
|
// and the total similarity across those users.
|
||||||
|
double weightedSum = 0.0;
|
||||||
|
double totalSimilarity = 0.0;
|
||||||
|
|
||||||
|
int count = 0;
|
||||||
|
// calculate a weighted sum of ratings from similar users
|
||||||
|
for (int otherUserId = 0; otherUserId < numUsers; ++otherUserId) {
|
||||||
|
// userMovieRatings[otherUserId][movieId] > 0.0 means we only consider users who have rated this movie
|
||||||
|
// users who have not rated this movie should not be contributing to the totalSimilarity.
|
||||||
|
if (otherUserId != userId && userMovieRatingsMatrix[otherUserId][movieId] > 0) {
|
||||||
|
// similar users therefore have a higher weight.
|
||||||
|
// in other words, the ratings from similar users contribute more to predicting the target user's rating.
|
||||||
|
weightedSum += similarityScores[otherUserId] * userMovieRatingsMatrix[otherUserId][movieId];
|
||||||
|
totalSimilarity += std::abs(similarityScores[otherUserId]);
|
||||||
|
count++;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
// avoid division by zero
|
||||||
|
double predictedRating = (totalSimilarity > 0.0) ? weightedSum / totalSimilarity : 0.0;
|
||||||
|
|
||||||
|
// for simplicity, consider recommending movies with predicted ratings greater than a threshold
|
||||||
|
if (predictedRating > 3.0) {
|
||||||
|
recommendedMovies[index] = movieId;
|
||||||
|
index++;
|
||||||
|
}
|
||||||
|
|
||||||
|
// stop when the desired number of recommendations is reached
|
||||||
|
if (index >= numRecommendations) {
|
||||||
|
break;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
// reclaim memory.
|
||||||
|
delete [] similarityScores;
|
||||||
|
return;
|
||||||
|
}
|
||||||
|
|
||||||
|
// this function returns a list of tv show IDs recommended for the user, in recommendedShows; it assumes the caller would allocate memory for recommendedShows.
|
||||||
|
void RecommendationSystem::recommendShows(int userId, int numRecommendations, int* recommendedShows) const {
|
||||||
|
// to count how many movies are recommended.
|
||||||
|
int index = 0;
|
||||||
|
// check if the given userId is valid
|
||||||
|
if (userId < 0 || userId >= numUsers) {
|
||||||
|
// handle invalid userId
|
||||||
|
return;
|
||||||
|
}
|
||||||
|
|
||||||
|
// calculate similarity scores between the target user (userId) and other users
|
||||||
|
// compute the similarity between the target user and all other users based on their show ratings using the cosine similarity measure. The resulting similarity scores are stored in the similarityScores array. This information can then be used to recommend shows to the target user based on the preferences of similar users.
|
||||||
|
double* similarityScores = new double[numUsers];
|
||||||
|
for(int i=0; i<numUsers; i++){
|
||||||
|
// initialize every element in the array to 0.0.
|
||||||
|
similarityScores[i] = 0.0;
|
||||||
|
};
|
||||||
|
|
||||||
|
for (int otherUserId = 0; otherUserId < numUsers; ++otherUserId) {
|
||||||
|
if (otherUserId != userId) {
|
||||||
|
// calculate similarity using a simple dot product
|
||||||
|
double dotProduct = 0.0;
|
||||||
|
double magnitudeA = 0.0;
|
||||||
|
double magnitudeB = 0.0;
|
||||||
|
|
||||||
|
for (int showId = 0; showId < numShows; ++showId) {
|
||||||
|
dotProduct += userShowRatingsMatrix[userId][showId] * userShowRatingsMatrix[otherUserId][showId];
|
||||||
|
magnitudeA += userShowRatingsMatrix[userId][showId] * userShowRatingsMatrix[userId][showId];
|
||||||
|
magnitudeB += userShowRatingsMatrix[otherUserId][showId] * userShowRatingsMatrix[otherUserId][showId];
|
||||||
|
}
|
||||||
|
|
||||||
|
// avoid division by zero
|
||||||
|
double similarity = (magnitudeA > 0.0 && magnitudeB > 0.0) ? dotProduct / (sqrt(magnitudeA) * sqrt(magnitudeB)) : 0.0;
|
||||||
|
|
||||||
|
// store the similarity score
|
||||||
|
similarityScores[otherUserId] = similarity;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
// identify users with high similarity and recommend shows they liked
|
||||||
|
for (int showId = 0; showId < numShows; ++showId) {
|
||||||
|
if (userShowRatingsMatrix[userId][showId] == 0) { // User hasn't rated this show
|
||||||
|
double weightedSum = 0.0;
|
||||||
|
double totalSimilarity = 0.0;
|
||||||
|
|
||||||
|
// calculate a weighted sum of ratings from similar users
|
||||||
|
for (int otherUserId = 0; otherUserId < numUsers; ++otherUserId) {
|
||||||
|
if (otherUserId != userId && userShowRatingsMatrix[otherUserId][showId] > 0) {
|
||||||
|
weightedSum += similarityScores[otherUserId] * userShowRatingsMatrix[otherUserId][showId];
|
||||||
|
totalSimilarity += std::abs(similarityScores[otherUserId]);
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
// avoid division by zero
|
||||||
|
double predictedRating = (totalSimilarity > 0.0) ? weightedSum / totalSimilarity : 0.0;
|
||||||
|
|
||||||
|
// for simplicity, consider recommending shows with predicted ratings greater than a threshold
|
||||||
|
if (predictedRating > 3.0) {
|
||||||
|
recommendedShows[index] = showId;
|
||||||
|
index++;
|
||||||
|
}
|
||||||
|
|
||||||
|
// stop when the desired number of recommendations is reached
|
||||||
|
if (index >= numRecommendations) {
|
||||||
|
break;
|
||||||
|
}
|
||||||
|
}
|
||||||
|
}
|
||||||
|
|
||||||
|
// reclaim memory.
|
||||||
|
delete [] similarityScores;
|
||||||
|
return;
|
||||||
|
}
|
||||||
500
hws/amazon_prime/showRatings.txt
Normal file
500
hws/amazon_prime/showRatings.txt
Normal file
@@ -0,0 +1,500 @@
|
|||||||
|
(21,2) (9,3) (99,2) (73,3) (57,4) (40,4) (50,5) (68,5) (23,1) (17,3) (82,2) (29,3) (84,4) (69,4) (87,4) (96,1) (1,5) (38,1) (80,2) (78,4) (79,5) (74,4) (10,2) (62,4) (42,4) (33,4) (6,4) (67,4) (39,2) (30,1) (19,2) (14,3) (37,1) (89,5) (63,3) (36,1)
|
||||||
|
(54,5) (50,1) (21,3) (93,2) (2,4) (43,2) (97,5) (89,5) (23,2) (96,5)
|
||||||
|
(67,4) (87,5) (0,3) (7,4) (55,4) (19,4) (73,3) (1,3) (66,5) (81,4) (36,4) (85,1) (50,3) (45,5) (63,5) (46,5) (84,1) (22,4) (18,1) (90,1) (26,4) (62,2) (21,5) (2,3)
|
||||||
|
(50,2) (83,1) (71,4) (76,4) (21,4) (30,4) (85,5) (67,2) (34,5) (17,4) (29,1) (3,1) (60,4) (61,5) (0,3) (5,3) (6,1) (16,3) (42,3) (22,5) (26,5) (89,1) (86,2) (73,2) (7,4) (46,4) (20,1) (23,4) (81,3) (49,4) (94,3) (2,4) (64,1) (14,3) (13,5) (41,4) (54,4) (84,3) (38,4) (90,4) (10,4) (43,4) (79,5) (78,5) (77,4) (82,1) (75,1) (96,4)
|
||||||
|
(84,4) (8,4) (49,4) (30,1) (27,2) (89,4) (42,2) (90,3) (37,3) (35,2) (71,4) (83,3) (70,3) (28,3) (62,4) (26,3) (18,4) (58,2) (88,3) (5,3) (1,2) (43,1) (10,5) (69,5) (11,4) (72,1) (56,4) (34,1) (86,3) (87,4) (94,4) (51,4) (25,2) (93,2) (98,1) (99,3) (79,4) (61,1) (65,4) (75,5) (14,1) (55,4) (16,5) (33,4) (46,3) (2,2) (47,2) (97,3) (19,5) (48,2) (44,4) (9,4) (67,2) (81,3) (66,5) (3,1) (36,1) (24,4) (23,1)
|
||||||
|
(73,2) (95,4) (78,5) (8,5) (61,1) (47,1) (26,4) (57,1) (59,5) (16,1) (41,5) (12,4) (25,5) (98,1) (50,1) (46,5) (52,4) (30,4)
|
||||||
|
(53,4) (71,4) (0,2) (74,5) (16,4) (14,2) (22,5) (69,3) (86,4) (30,4) (62,1) (3,3) (10,5) (29,4) (8,1) (44,4) (47,4) (91,1) (32,4) (19,2) (4,5) (70,2) (92,4) (46,5) (72,3) (56,4) (96,2) (21,4) (20,1) (25,4) (9,4) (61,2) (93,1) (17,4) (11,4)
|
||||||
|
(0,2) (49,4) (65,1) (54,4) (73,4) (40,4) (60,5) (33,1) (79,4) (1,4) (72,2) (3,1) (8,2) (53,5) (23,3) (95,1) (30,5) (34,5) (44,4) (5,2) (89,3) (81,4) (18,5) (87,4) (62,2) (66,2) (61,1) (56,1) (41,2) (90,5) (63,4) (51,2) (99,3) (58,2) (48,3) (70,3) (93,1)
|
||||||
|
(71,4) (88,2) (14,4) (95,5) (94,3) (83,5) (2,4) (51,1) (75,3) (50,2) (36,4) (34,4) (87,4) (81,5) (48,2) (32,5) (73,3) (61,5) (20,2) (39,4) (22,3) (15,4) (85,4) (84,4) (44,4) (82,2) (8,2) (29,5) (68,2) (41,2) (66,5) (58,4) (70,5) (12,2) (23,4) (90,3) (5,2) (57,4) (30,3) (74,1)
|
||||||
|
(68,3) (17,2) (79,5) (11,2) (96,5) (90,5) (22,5) (1,3) (15,2) (14,5) (23,3) (65,1) (28,4) (66,1) (59,1) (74,2) (91,5) (53,1) (69,4) (32,1) (20,4) (81,1) (39,1) (75,5) (37,3) (94,4) (49,5) (35,1) (6,4) (80,2) (33,2) (60,3) (57,4) (92,1) (16,1) (45,3) (46,3) (99,1) (24,5) (9,1) (40,4) (70,2) (58,1) (30,1) (0,2) (83,4) (36,1) (13,5) (8,5) (64,2) (50,1) (61,1) (12,3) (76,2) (41,4) (34,5) (86,4) (82,2) (97,4) (63,3) (18,4) (84,1) (89,3) (73,4)
|
||||||
|
(86,5) (2,5) (78,4) (32,3) (42,1) (71,3) (31,3) (72,4) (30,3) (74,1) (89,4) (52,4) (13,4) (17,4) (55,2) (23,5) (69,4) (11,1) (65,2) (48,5) (44,3) (70,4) (7,3) (56,5) (54,1) (85,5) (26,4) (1,4) (79,3) (9,3) (81,4) (39,4) (35,1) (88,5) (4,3) (75,1) (66,1) (34,5) (24,4) (93,4) (94,3) (18,2) (80,4) (49,1) (77,4) (96,5) (73,2) (87,1) (25,1) (50,5) (8,2) (12,1) (82,1) (57,4) (10,1) (3,3) (95,2)
|
||||||
|
(94,5) (4,5) (57,4) (31,4) (73,1) (34,3) (29,4) (86,4) (17,1) (37,5) (8,2) (1,3) (40,1) (97,3) (13,4) (74,3) (45,3) (6,3) (79,3) (63,2) (46,2) (0,3) (89,2) (87,2) (51,2) (85,4) (44,5) (77,3) (52,4) (65,4) (80,1) (59,4) (15,4) (53,4) (5,1) (25,5) (83,4) (62,3) (92,2) (64,5) (81,5) (69,4) (54,4) (68,1) (49,3) (18,3) (12,4) (56,1)
|
||||||
|
(68,1) (36,4) (14,3) (48,2) (11,1) (52,5) (44,4) (43,1) (89,2) (38,4) (62,4) (6,4) (79,4) (53,4) (98,1) (19,2) (45,5) (21,5) (91,2) (24,2) (76,4) (55,3) (93,5) (96,2) (63,3) (65,4) (9,3) (40,3) (26,4) (47,4) (2,4) (92,5) (35,1) (49,4) (56,1) (54,4) (69,4) (46,2) (67,2) (94,1) (30,4) (95,4) (15,4) (22,5) (72,2) (13,5) (27,3) (60,1) (32,3) (99,3) (78,4) (51,4) (57,3)
|
||||||
|
(6,3) (94,2) (16,4) (76,5) (67,3) (17,3) (11,2) (99,2) (8,2) (36,2) (62,3) (77,4) (39,4) (93,4) (21,4) (95,5) (32,5) (54,4) (66,4) (46,1) (57,3) (68,1) (42,5) (2,1) (44,4) (83,3) (84,4) (29,4) (64,2) (52,1) (87,5) (73,4) (19,5) (49,3) (69,3) (34,3) (78,2) (59,4) (43,3) (35,4) (10,4) (48,1) (85,1) (28,1) (18,4) (81,2) (1,5) (12,4) (70,4) (30,1) (27,4) (96,3) (7,1) (23,1) (65,5) (50,1) (51,5) (33,1)
|
||||||
|
(9,3) (21,3) (74,5) (38,2) (39,5) (89,4) (49,2) (42,3) (60,4) (23,1) (71,2) (58,4) (11,2) (4,5) (47,5) (68,1) (45,1) (82,4) (27,3) (7,3) (98,1) (75,4) (35,3) (10,4) (16,2) (53,2) (25,5) (72,3) (46,4) (50,3) (29,2) (56,4) (92,4) (18,4) (15,1) (64,2) (3,3) (97,4) (79,4) (54,4) (99,5) (52,3) (62,4) (73,4) (57,5) (26,4) (87,1) (2,4) (55,1) (93,5) (30,2) (91,2) (80,3) (76,4) (81,2) (77,3) (34,1) (65,3)
|
||||||
|
(29,4) (31,5) (89,2) (25,2) (23,1) (2,4) (1,2) (12,5) (83,2) (45,4) (57,5) (10,4) (26,4) (30,2) (38,5)
|
||||||
|
(31,5) (89,4) (8,4) (69,2) (37,4) (49,4) (81,4) (11,4) (55,2) (21,4) (24,2) (35,3) (23,4) (12,4) (63,5) (93,4) (30,2) (34,4) (76,4) (64,5) (29,2) (48,2) (80,5) (74,3) (96,2) (98,4) (68,3) (87,5) (88,4) (33,2) (10,1) (83,4) (43,1) (17,4) (20,5) (82,3) (71,5) (52,4) (4,1) (94,3) (58,4) (79,4) (46,5) (95,5) (50,5) (27,5) (44,3) (41,4) (14,2) (86,1) (0,4) (36,4) (61,4) (40,4)
|
||||||
|
(97,4) (35,2) (94,5) (65,3) (31,1) (4,4) (99,4) (89,3) (42,3) (46,5) (87,3) (28,2) (45,4) (59,4) (55,1) (58,3) (19,3) (24,5) (7,5) (23,2) (16,5) (15,4) (12,5) (60,2) (76,5) (86,4) (85,3) (96,4) (8,4) (53,4) (78,5) (54,4) (73,2) (25,3) (1,1) (51,3) (56,5) (5,5) (10,2) (49,2) (80,2) (41,4) (3,3) (37,1) (63,2) (34,4) (83,4) (66,4) (52,1)
|
||||||
|
(95,4) (40,4) (94,2) (6,5) (23,4) (66,3) (17,4) (65,4) (30,4) (56,1) (68,1) (14,3) (93,2) (36,5) (33,3) (35,1) (59,2) (12,4) (82,2) (5,1) (1,4) (3,1) (31,4) (87,4) (73,4) (19,5) (32,2) (47,2) (89,4) (61,1) (0,2) (81,4) (71,2) (29,2) (50,3) (37,2) (46,4) (67,2) (78,4) (15,3) (44,5)
|
||||||
|
(7,4) (44,4) (42,1) (26,4) (70,3)
|
||||||
|
(9,4) (43,5) (20,2) (23,1) (7,4) (63,3) (53,5) (48,4) (13,3) (95,2) (36,2) (2,4) (92,1) (1,4) (99,4) (26,3) (37,2) (51,1) (28,3) (21,5) (68,4) (18,3) (66,1) (14,2) (96,1) (84,3) (60,4) (46,1) (0,2) (83,3) (57,1) (50,5) (85,1) (55,4) (4,1) (31,4) (76,3) (64,1) (11,2)
|
||||||
|
(49,5)
|
||||||
|
(38,4) (89,4) (73,3) (56,2) (8,1) (63,1) (74,4) (37,2) (3,3) (48,4) (18,1) (36,4) (25,1) (57,1) (15,4) (67,3) (47,2) (40,2) (96,3)
|
||||||
|
(72,5) (46,4) (69,4) (22,4) (42,1) (11,4) (10,2) (86,4) (68,2) (39,2)
|
||||||
|
(45,2) (15,5) (30,2) (26,5) (56,4) (9,4) (35,4) (81,4) (99,1) (2,3) (63,2) (94,2) (31,5) (37,4) (66,4) (18,1) (43,5) (32,2) (12,1) (27,4) (87,2) (36,1) (98,2) (22,3) (38,5) (13,4) (88,3) (40,3) (16,3) (53,2) (96,2) (68,4) (72,3) (60,4) (48,5) (59,5) (61,4) (74,5) (1,4) (50,4) (80,4) (71,4) (42,3) (89,4) (54,4) (58,2) (49,1) (23,5) (7,4) (33,1) (73,5) (0,4) (82,1) (4,4) (39,4) (29,1) (65,4) (51,2) (92,1) (77,4)
|
||||||
|
(92,5) (78,4) (58,4) (85,4) (82,1) (5,4) (45,4) (80,2) (17,4) (36,3) (25,5) (71,3) (15,4) (41,4) (23,4) (84,3) (86,5) (7,4) (38,3) (97,5) (67,2) (99,3) (74,3) (31,4) (94,4) (96,3) (27,3) (62,4) (35,4) (18,3) (13,5) (87,2) (77,4) (34,5) (33,2) (51,1) (98,2) (49,3) (20,4) (43,2) (57,1) (68,3) (73,4) (21,2) (65,1) (10,4) (88,4) (8,5) (75,1) (40,5)
|
||||||
|
(87,4) (54,4) (49,1) (56,1) (80,5) (30,2) (85,1) (78,5) (44,3) (59,4) (99,1) (81,1) (12,4) (98,5) (74,3) (41,2) (27,3) (6,3) (7,4) (66,2) (75,4) (62,1) (73,4) (48,1) (47,5) (57,4) (91,5) (1,5) (40,3) (83,5) (90,5) (32,4) (28,5) (77,5) (25,2) (37,5) (10,4) (11,4) (29,3) (21,5) (68,3) (58,1) (96,2) (33,4)
|
||||||
|
(7,4) (11,2) (87,1) (66,4) (79,2) (78,4) (36,4) (75,2) (44,1) (84,2) (52,4) (19,3) (34,2) (9,1) (71,3) (73,5) (37,4) (91,3) (18,4) (17,5) (89,5) (74,3) (90,4) (4,1) (60,4) (38,5) (81,1) (20,1) (3,2) (70,4) (8,3) (2,5) (43,5) (31,2) (22,2) (23,2) (0,4) (51,2) (46,1) (32,3) (63,3) (1,1) (29,3) (83,1) (27,4) (35,4) (86,4) (58,4) (97,4) (6,5) (49,2)
|
||||||
|
(51,1) (4,5) (87,1) (6,5) (29,4) (59,5) (17,2) (96,4) (10,4) (45,4) (22,3) (7,1) (28,2) (54,4) (69,2) (24,4) (76,4) (70,2) (68,4) (9,4) (12,5) (23,2) (33,2) (83,2) (41,2) (52,4) (62,3) (26,1) (48,2) (73,2) (97,5) (19,4) (56,1) (36,3) (75,4) (95,1) (44,5) (38,4) (30,2) (77,4)
|
||||||
|
(74,5) (95,1) (60,1) (17,4) (48,1) (6,4) (51,2) (15,1) (34,1) (83,3) (78,1) (58,4) (39,4) (43,2) (10,1) (23,5) (35,4) (61,4)
|
||||||
|
(71,3) (54,3) (78,2) (61,3) (59,2) (41,5) (52,5) (88,5) (9,2) (55,4) (43,4) (46,4) (39,5) (31,5) (33,4) (44,1) (6,5) (67,2) (19,3) (50,3) (37,2) (38,4) (56,1) (81,1) (74,1) (65,4) (98,5) (28,3) (30,1) (34,5) (94,5) (7,2) (57,5) (4,5) (15,2) (96,2) (64,4) (29,5) (85,4) (25,1) (79,5) (36,4) (2,1) (72,4) (92,1)
|
||||||
|
(13,4) (92,4) (18,2) (4,2) (61,2) (83,2) (29,1) (90,5) (50,5) (95,5) (73,1) (27,3) (36,2) (94,4) (54,5) (69,4) (19,5) (98,4) (89,1) (79,4) (14,3) (63,5) (67,3) (9,5) (40,1) (70,3) (2,1) (57,5) (85,2) (84,2) (3,4) (91,4) (82,4) (0,4) (77,4) (96,4) (93,3) (31,2) (33,2) (10,5) (99,4) (11,4) (59,3) (46,4) (34,3) (12,4) (60,5) (56,5) (78,4) (16,4)
|
||||||
|
(72,2) (78,4) (66,5) (18,4) (15,4) (53,2) (54,2) (30,2) (41,1) (48,4) (69,2) (59,5) (8,1) (27,5) (46,1) (29,4) (70,2) (60,2) (23,2) (2,4) (7,5) (21,5) (33,4) (20,3) (14,4) (31,2) (36,4) (84,4) (45,3) (26,3) (38,3) (25,3) (95,3) (51,4)
|
||||||
|
(47,3) (63,2) (10,2) (1,1)
|
||||||
|
(45,1) (46,1) (66,4) (34,4) (70,3) (32,5) (8,5) (86,2) (23,3) (48,1) (51,1) (5,4) (90,3) (13,4) (68,4) (56,5) (62,4) (49,3) (36,1) (18,1) (27,3) (33,4) (30,2) (67,2) (88,3) (64,2) (43,1) (63,3) (12,1) (76,4) (24,2) (61,4) (55,5) (85,2) (29,1) (38,2) (11,3) (42,5) (95,5) (96,3) (65,5) (39,4) (98,2) (74,2) (75,5) (26,5) (15,4) (54,1) (31,5) (47,5) (91,5) (84,2) (83,4) (87,4) (78,1) (28,5) (69,4) (3,4) (81,1) (20,4) (57,2) (25,4) (99,3) (9,4)
|
||||||
|
(20,4) (80,2) (15,5) (66,3) (76,4) (56,4) (36,4) (67,3) (28,2) (47,5) (1,5) (2,5) (88,4) (93,4) (92,4) (78,4) (50,2) (94,4) (70,4) (37,1) (25,2) (9,3) (74,3) (21,2) (4,5)
|
||||||
|
(33,1) (20,4) (57,5) (3,5) (14,4) (28,3) (15,4) (97,4) (88,3) (22,3) (44,4) (42,2) (23,4) (40,1) (4,2) (87,3)
|
||||||
|
(36,2) (91,5) (75,5) (69,4) (86,3) (63,2) (40,4) (26,4) (49,4) (74,5) (46,3) (70,3) (90,5) (60,1) (55,4) (50,5) (66,4) (3,2) (51,2) (4,2) (76,3) (41,4) (87,4) (77,5) (28,5) (1,4) (37,5) (54,4) (59,4) (13,3) (22,3) (0,1) (82,1) (58,3) (89,3) (14,3) (29,4) (68,3) (65,4) (20,5) (62,1) (24,2) (72,1) (52,2) (16,3) (18,4) (33,2) (88,4) (44,4) (61,5) (27,4) (98,4) (81,1) (93,1) (56,4) (9,1) (43,2) (96,4) (92,1)
|
||||||
|
(26,5) (14,4) (72,3) (2,1) (47,4) (95,4) (25,4) (51,2) (13,3) (59,4) (57,1) (23,2) (28,2) (99,4) (78,1) (44,4) (71,3) (64,5) (1,4) (45,5) (40,2) (48,4) (74,4) (11,2) (86,4) (9,2) (73,1)
|
||||||
|
(56,2) (59,2) (43,3) (21,4) (99,4) (14,4) (71,2) (48,1) (1,4) (78,2) (29,1) (25,4) (77,4) (34,4) (6,2) (45,4) (75,1)
|
||||||
|
(84,4) (24,1) (68,2) (23,4) (13,4) (39,4) (67,2) (91,3) (63,2) (95,3) (60,1) (27,3) (31,4) (38,3) (93,1) (64,4) (88,4) (59,2) (10,5) (8,4) (49,4) (89,4) (92,4) (40,4) (74,1) (90,5) (73,3) (46,4) (22,4) (65,4) (79,4) (41,4) (21,5) (17,3) (98,4) (47,2) (52,4) (83,4) (36,5) (85,4) (7,3) (12,3) (4,3) (50,2) (43,4) (33,1) (96,4) (3,1) (56,5) (5,1) (0,2)
|
||||||
|
(28,3) (81,1) (11,4) (32,5) (62,5) (25,5) (41,1) (7,2) (68,4) (64,5) (42,5) (29,3) (19,2) (54,4) (71,4) (26,4)
|
||||||
|
(83,3) (19,3) (77,4) (62,4) (95,3) (87,4) (88,1) (61,4) (0,4) (69,4)
|
||||||
|
(70,5) (0,1) (35,2) (75,5) (15,4) (9,3) (73,5) (63,4) (31,4) (55,4) (5,4) (21,4) (12,2) (33,3) (43,1) (83,4) (13,2) (45,4) (44,4) (96,1) (51,2) (49,2) (90,5) (59,1) (65,4) (10,3) (19,5) (98,2) (26,1) (37,4) (42,4) (47,4) (60,1) (8,3) (56,1) (2,1) (7,3) (38,5) (20,3) (99,3) (22,3) (74,5) (41,4) (52,5)
|
||||||
|
(87,4) (30,2)
|
||||||
|
(82,5) (4,4) (83,5) (40,2) (94,1) (63,2) (71,3) (1,2) (19,5) (2,2) (84,5) (13,4) (17,2) (20,4) (73,1) (95,2) (99,3) (46,3) (50,4) (3,2) (89,3) (14,3) (33,3) (76,4) (32,1) (48,4) (72,5) (49,4) (27,1) (47,4) (98,5) (69,1) (52,4) (38,5) (87,4) (24,5) (0,3) (60,2) (58,3) (29,4) (15,2) (78,5) (23,2) (85,4) (34,1) (77,5) (41,4) (61,5) (80,1) (53,1) (37,4) (75,1) (57,5) (65,4) (70,1) (35,1)
|
||||||
|
(83,3) (19,2) (92,3) (50,5) (76,3) (30,5) (87,3) (32,2) (65,1) (31,4) (8,4) (62,1) (53,2) (73,2) (40,1) (43,5) (26,2) (47,4) (69,1) (93,2) (96,1) (85,3) (27,5) (51,3) (20,2) (78,3) (63,4) (41,1) (82,4) (5,1) (57,4) (79,5) (70,2) (60,4) (16,4) (4,4) (2,4) (97,5) (88,4) (0,2) (44,4) (99,4) (45,3) (64,1) (9,2) (75,5) (35,4) (74,4) (59,4) (3,3) (89,1) (11,4) (7,2) (24,2) (66,5) (6,4) (15,4) (42,4) (38,4) (54,4) (95,2) (84,2)
|
||||||
|
(94,1) (63,1) (83,3) (55,2) (97,1) (23,1) (67,3) (77,3) (32,2) (98,1) (8,5) (93,4) (16,5) (28,4) (30,5) (90,5) (15,4) (26,5) (46,1) (20,4) (43,3) (35,2) (91,4) (17,3) (59,4) (37,3) (53,2) (3,1) (13,3) (11,3) (58,4) (64,2) (82,3) (34,4) (14,5) (9,1) (54,2) (19,5) (65,3) (31,5) (47,4) (12,4) (75,4) (99,4) (1,3) (48,3) (68,1) (84,5) (56,2) (87,4) (25,5) (6,1) (18,1) (85,4) (39,4) (44,1) (5,3) (49,4) (41,3) (70,3) (36,3)
|
||||||
|
(18,4) (22,1) (82,2) (67,5) (92,2) (37,1) (76,2) (3,4) (23,5) (34,2) (20,4)
|
||||||
|
(89,3) (58,5) (0,5) (86,4) (61,4) (63,2) (54,5)
|
||||||
|
(50,2) (21,1) (35,4) (34,1) (54,4) (79,2) (3,3) (93,5) (20,2) (16,1) (19,4) (7,5) (6,3) (49,4) (56,4) (80,5) (78,3) (83,4) (5,2) (33,2) (30,5) (59,1) (81,1) (1,3) (70,4) (75,4) (87,4) (22,3)
|
||||||
|
(82,1) (38,1) (2,4) (78,2) (58,5) (10,4) (55,4) (47,5) (45,5) (6,2) (42,2) (27,5) (76,5) (8,5) (25,2) (17,3) (31,4) (96,5) (97,1) (59,5) (83,5) (77,4) (46,4) (86,4) (52,5) (56,5) (72,5) (7,2) (71,3) (94,4) (88,4) (70,4) (85,5) (19,1) (81,5) (22,3) (84,4) (50,1) (0,3) (44,3) (3,1) (90,5) (30,5) (66,1) (65,3) (63,4) (79,2) (5,5)
|
||||||
|
(64,2) (39,1) (2,2) (34,4) (92,5) (63,4) (27,5) (50,2) (46,5) (83,3) (1,2) (43,1) (76,4) (21,4) (6,3) (35,1) (25,2) (18,4) (96,3) (91,3) (9,2) (12,3) (10,3) (16,3) (26,4) (72,4) (51,4) (15,2) (66,4) (97,5) (54,4) (99,4) (5,4) (17,1) (32,2) (58,2) (30,1) (77,3) (93,2)
|
||||||
|
(13,4) (78,1) (52,5) (59,5) (74,3) (82,3) (85,4) (23,4) (33,4) (34,1) (73,4) (36,2) (67,4) (64,2) (15,4) (84,5) (98,2) (69,4) (45,3) (96,3) (12,1) (42,3) (3,2) (28,5) (16,4) (93,5) (63,5) (31,4) (6,4) (43,5) (87,3) (25,1) (29,4) (70,3) (44,3) (72,5) (26,4) (62,2) (60,5) (9,4) (11,2) (91,2) (71,4) (8,5) (41,3) (10,2) (18,4) (14,4) (21,4)
|
||||||
|
(17,1) (23,2) (6,3) (62,4) (8,4) (32,1) (59,4) (47,4) (35,4) (95,3) (54,4) (24,3) (13,4) (93,1) (52,3) (19,3) (81,4) (67,2) (10,5) (36,1) (64,4) (48,2) (79,2) (33,5) (75,4) (61,4) (42,4)
|
||||||
|
(53,5) (10,1) (6,5) (43,4) (11,2) (16,2) (79,4) (85,4) (59,4) (48,1) (41,4) (38,4) (32,5) (13,4) (98,4) (37,4) (5,5) (9,2) (39,5) (88,4) (86,1) (70,3) (73,4) (69,3) (92,1) (31,1) (0,4) (62,5) (64,2) (24,4) (21,5) (60,4) (1,3) (97,5) (2,5) (83,4) (67,4) (8,2) (81,3) (78,2) (57,4) (68,4) (99,3) (40,5) (66,1) (94,5) (46,1) (52,4) (75,4) (36,2) (82,2) (49,2)
|
||||||
|
(22,3) (40,2) (19,5) (81,5) (83,1) (23,2) (71,4) (21,5) (3,5) (32,3) (64,2) (18,2) (36,5) (28,5) (12,2) (52,4) (99,2) (29,4) (77,4)
|
||||||
|
|
||||||
|
(36,5) (37,1) (86,5) (47,1) (32,4) (82,2) (8,1) (53,1) (99,3) (54,3) (57,4) (79,4) (92,2) (10,2) (41,5) (84,1) (18,1) (30,4) (6,3) (25,1) (88,1) (59,4) (68,4) (55,3) (89,2) (43,3) (77,2) (44,1) (26,2) (24,1) (67,3) (35,4) (52,2) (3,5) (28,5) (20,3) (61,2) (33,5) (21,5) (62,5) (2,3) (15,3) (64,4) (83,1) (65,3) (78,3) (98,2) (90,4) (1,4) (76,3) (39,2)
|
||||||
|
(34,2) (63,4) (9,4) (6,4) (25,3) (85,5) (77,4) (86,4) (50,5) (45,5) (20,3) (10,3) (61,3) (11,4) (82,4) (3,1) (23,3) (40,2) (14,3) (36,2) (21,1) (79,3) (28,4) (22,2) (33,2) (18,1) (46,1) (58,5) (66,3) (8,2) (48,3) (54,4) (75,3) (97,2) (87,5) (15,2) (96,5) (49,4) (84,1) (78,4) (81,1) (56,4) (80,4) (88,5)
|
||||||
|
(38,4) (13,2) (44,4) (15,4) (80,4) (72,3) (24,5) (58,5) (86,4) (92,5) (39,2) (3,4) (43,5) (28,1) (20,4) (61,1) (23,2) (81,3) (17,5) (2,2) (90,5) (69,5) (42,1) (7,5) (99,4) (1,2) (98,4) (54,5) (77,4) (30,4) (47,1) (93,3) (87,3) (45,5) (4,3) (36,4) (59,5) (53,3) (74,2) (32,5) (82,2) (12,5) (79,2) (46,2) (18,2) (40,4) (11,4) (71,4) (76,2) (55,2) (84,4) (75,2) (10,2) (35,5) (78,1) (62,2)
|
||||||
|
(37,2) (36,3) (35,4) (83,4) (79,4) (97,2) (21,5) (7,5) (19,2) (11,4)
|
||||||
|
(65,3) (94,3) (53,4) (72,5) (99,4) (22,2) (12,4) (44,2) (35,3) (55,4) (6,3) (62,4) (2,4) (80,1) (60,5) (97,3) (84,4) (56,2) (5,1) (19,3) (47,4) (31,4) (75,1) (39,2) (29,5) (76,3) (41,5) (40,2) (21,4) (69,4) (16,5) (59,3) (9,4) (42,5) (61,3) (46,2) (54,3) (30,2) (48,4) (63,4) (68,2) (89,3) (37,4) (67,4) (14,2) (25,2) (86,1) (78,5) (91,3) (82,2) (33,4) (0,4) (20,5) (17,1) (64,2) (95,4) (71,3)
|
||||||
|
(98,3) (8,4) (49,3) (6,4)
|
||||||
|
(32,3) (81,1) (78,4) (51,3) (37,3) (49,1) (74,5) (18,5) (41,2) (57,2) (2,3) (50,4) (72,4) (71,4) (33,3) (53,5) (95,3) (92,3) (34,5) (24,4) (14,1) (85,4) (1,1) (17,1) (12,3) (43,4) (29,3) (0,3) (70,4) (10,2) (64,4) (22,4) (56,4) (88,4) (3,5) (27,4) (19,2) (83,5) (7,1) (93,4) (4,5) (52,2) (62,1) (31,5) (87,4) (23,4) (99,4) (94,1) (54,4) (46,3) (30,1) (45,3) (11,2) (13,2) (40,4) (86,5)
|
||||||
|
(30,4) (63,4) (39,4) (31,3) (29,5) (94,2) (71,2) (17,1) (44,2) (56,4) (97,3) (90,2) (86,2) (70,1) (61,3) (54,1) (93,5) (85,4) (46,3) (13,3) (4,5) (19,3) (3,5) (66,1) (25,4) (32,1) (18,3) (95,4) (33,5) (98,5) (91,3) (43,1) (84,4) (26,5) (55,4) (81,5) (41,3) (47,3) (74,5) (34,4) (1,3) (9,5) (59,3) (40,4) (83,4) (58,4) (35,5) (79,4) (73,4) (72,1) (50,4) (69,4) (20,3) (96,5) (8,2) (92,5) (38,3) (22,2)
|
||||||
|
(62,3) (3,4) (92,3) (18,5) (22,2) (16,4) (87,4) (8,4) (65,4) (41,4) (30,4) (6,5) (80,2) (29,4) (98,4) (9,1) (32,4) (50,4) (44,3) (83,1) (84,4) (57,4)
|
||||||
|
(22,5) (34,4) (99,1) (36,4) (74,4) (91,2) (6,4) (50,1) (35,1) (63,1) (95,2) (78,3) (85,1) (51,1)
|
||||||
|
(1,2) (72,4) (63,2) (84,3) (88,4) (41,1) (73,4) (13,4) (86,4) (44,5) (50,1) (58,3) (9,4) (61,5) (26,1) (8,2) (18,3) (55,5) (60,4) (89,2) (54,5) (99,2) (23,2) (22,2) (78,3) (39,1) (75,3) (35,5) (6,1) (91,5) (42,5) (21,5) (93,5) (32,2) (37,2) (46,5) (81,4) (43,2) (67,3) (47,5) (56,3) (36,5) (49,3) (70,2) (24,4) (64,5) (19,5) (15,4) (82,1)
|
||||||
|
(47,2) (53,3) (99,2) (84,4) (40,4) (24,2) (16,5) (5,3) (60,5) (49,3) (45,2) (62,4) (43,3) (96,4) (66,3) (90,4) (9,1) (1,5) (2,2) (34,5) (28,1) (26,4) (14,1) (50,5) (88,4) (95,4) (68,2) (30,1) (93,2) (70,3) (20,3) (73,2) (27,5) (12,3) (54,1) (35,4) (38,4) (19,1) (46,5) (31,3) (0,5) (22,3) (39,3) (81,1) (71,5) (89,4) (56,4) (23,4) (83,4) (61,4) (10,2) (36,1) (69,5) (8,2)
|
||||||
|
(75,4) (0,2) (31,5) (28,2) (97,1) (46,2) (5,1) (18,5) (90,5) (62,5) (4,4) (52,3) (19,5) (49,3) (79,4) (41,1) (69,2) (68,4) (60,1) (70,1)
|
||||||
|
(47,4) (30,5) (4,4) (70,5) (37,4) (83,2) (55,4) (63,5) (65,1) (48,3) (52,1) (46,1) (39,5) (40,3) (38,4) (74,4) (42,3) (19,4)
|
||||||
|
(2,4) (82,5) (44,4) (11,5) (65,4) (24,4) (51,1) (20,3) (9,4) (95,1) (63,4) (28,4) (21,2) (74,4) (31,1) (39,4) (16,3) (60,5) (26,1) (85,1) (42,2) (69,4) (58,4) (93,2) (56,4) (36,3) (3,4) (7,2) (15,4) (80,4)
|
||||||
|
(82,1) (57,1) (62,5) (77,2) (54,1) (45,4) (18,1) (29,2) (12,4) (40,5) (50,4) (13,5) (53,3) (97,4) (31,4) (58,2) (8,3) (52,3) (56,1) (39,2) (6,5) (72,5) (68,2)
|
||||||
|
(58,3) (88,5) (23,4) (78,4) (98,3) (74,5) (70,4) (18,3)
|
||||||
|
(8,4) (72,2) (62,4) (88,3) (3,4) (31,5) (67,4) (46,2) (84,4) (12,1) (14,4) (9,5) (79,4) (74,5) (28,3) (20,3) (90,2) (83,5) (4,5) (70,1) (92,1) (49,1) (56,2) (10,2) (91,4) (0,3) (35,3) (53,4) (99,3) (13,1) (24,5) (59,2) (54,4) (85,3) (48,1) (33,4)
|
||||||
|
(12,4) (15,1) (68,4) (25,5) (50,4) (5,4) (67,2) (4,5) (13,5) (86,2) (59,5) (52,1) (41,1) (78,2) (40,1) (83,5) (35,3) (36,4) (17,4) (37,1) (2,3)
|
||||||
|
(54,3) (23,5) (16,5) (58,3) (9,4) (63,3) (42,4) (78,3) (0,4) (68,4) (89,2) (31,2) (45,5) (69,3) (85,1) (51,3) (39,5) (65,5) (75,1) (93,4) (49,4) (47,1) (95,5) (14,3) (3,5) (97,1) (62,5) (91,5) (43,4) (10,2) (99,4) (53,3) (29,4) (96,1) (82,1) (98,4) (64,4) (8,4) (52,4) (90,1) (33,5) (41,4) (94,4) (55,2) (6,5) (86,4) (34,1)
|
||||||
|
(22,4) (36,1) (12,5) (82,2) (49,4) (41,4)
|
||||||
|
(48,5) (95,3) (60,4) (23,1) (2,2) (0,5) (62,2) (57,4) (71,1) (94,3) (32,5) (58,2) (3,1) (10,2) (25,5) (49,1) (4,5) (9,1) (77,2) (66,3)
|
||||||
|
(10,5) (89,5) (54,4) (21,4) (80,5) (48,2) (59,1) (78,1) (82,5) (18,2) (69,4) (5,4) (12,2) (65,3) (11,3) (73,3) (72,5) (61,5)
|
||||||
|
(42,5) (83,3) (47,4) (29,2) (75,3) (99,4) (9,4) (5,1) (21,2) (40,1) (51,4) (55,3) (11,1) (32,4) (57,4) (8,3) (7,5) (86,2) (76,4) (27,4) (39,4) (28,4) (56,4) (71,5) (91,1) (52,4) (58,2) (95,4) (68,5) (14,1) (33,5) (88,3) (10,5) (85,3) (92,2) (30,4) (26,4) (44,1) (61,4) (6,2) (3,3) (98,2) (13,1) (79,1) (15,1) (45,5) (37,1) (18,5) (63,4) (78,5) (36,4) (70,1) (62,1) (74,4) (67,4) (48,2) (93,4) (82,4) (94,4) (1,5) (87,3) (77,1) (34,3)
|
||||||
|
(94,4) (90,3) (55,2) (11,4) (16,5) (40,2) (70,5) (57,1) (41,1) (47,4) (46,5) (69,3) (22,2) (89,2) (44,5) (29,4) (32,4) (36,1) (38,4) (15,4) (88,3) (0,5) (7,1) (18,2) (79,3) (82,4) (3,2) (49,3) (92,3) (86,4) (80,4) (81,1) (72,4) (25,4) (4,2) (30,3) (71,4) (74,3) (78,3)
|
||||||
|
(40,4) (49,2) (89,3) (57,4) (69,4) (82,5) (48,4) (78,2) (47,3) (64,2) (32,4) (16,4) (25,4) (0,4) (81,4) (41,3) (43,2) (84,5) (21,4) (80,4) (5,1) (54,4) (35,4) (52,5) (67,1) (17,4) (59,2) (76,1) (14,3) (62,4) (60,4) (31,4) (58,4) (10,1) (18,3) (56,5) (66,5) (6,2) (9,1) (1,4) (15,4) (73,4) (3,1) (45,4) (91,2) (50,4) (2,1) (7,4) (65,1) (96,4) (68,1) (86,1) (88,4) (70,4) (13,1) (23,3) (46,5) (28,2) (55,2) (38,1) (27,4) (26,5)
|
||||||
|
(37,4) (43,5) (41,5) (93,2) (45,2) (2,4) (96,4) (16,2) (73,4) (62,5) (47,2) (24,3) (84,4) (88,4) (61,3) (92,5) (57,4) (68,4) (83,4) (0,3) (22,5) (5,1) (35,4) (13,2) (60,4) (50,5) (28,2) (89,3) (30,3) (36,2) (94,4) (25,5) (63,4) (64,5) (71,3) (82,2) (38,4) (21,2) (80,2) (19,4) (77,5)
|
||||||
|
(2,2) (17,5) (27,1) (35,4) (24,4) (12,4) (51,4) (91,1) (26,3) (96,4) (80,5) (97,4) (88,3) (47,4) (79,2) (82,2) (83,4) (39,3) (11,5) (5,3) (1,3) (92,3) (67,4) (77,2) (60,4) (68,3) (21,1) (49,1)
|
||||||
|
(26,4) (91,2) (49,5) (38,4) (46,4) (29,4) (2,1) (24,5) (76,5) (48,2) (36,4) (6,1) (13,5) (14,2) (18,4) (61,2) (63,4) (22,4) (47,4) (71,4)
|
||||||
|
(32,4) (39,5) (56,2) (57,5) (25,5) (6,4) (85,4) (79,5) (58,1) (24,2) (95,4) (40,3) (89,3) (42,4) (52,5) (86,5) (9,2) (66,4) (50,5)
|
||||||
|
(24,1) (6,3) (46,5) (42,1) (13,3) (38,4) (31,2) (23,4) (92,4) (89,5) (81,4) (28,1) (76,4) (15,2) (25,2) (0,1) (10,5) (7,1) (47,2) (77,1) (61,3) (62,5) (56,4) (74,1) (60,2) (98,4) (78,4) (85,5) (95,4) (90,4) (84,4) (11,2) (22,4) (73,4) (1,4) (27,4) (12,4) (72,2) (30,5) (53,2) (43,2) (49,4) (66,5) (52,2) (63,4) (64,1) (54,2) (33,5) (96,5) (71,1) (93,4) (88,2) (67,3) (17,4) (97,4) (32,1) (99,4) (40,3) (51,5) (69,3) (34,2) (29,5) (91,3) (16,3) (37,4)
|
||||||
|
(56,2) (83,5) (2,4) (29,1) (94,4) (57,3) (63,5) (26,5) (70,4) (87,4) (96,4) (45,1) (5,2) (93,2) (11,1) (84,5) (52,3) (33,2) (72,1) (88,5) (8,5) (60,4) (16,4) (90,4) (37,3) (39,5) (77,3) (73,3) (21,2) (66,4) (75,3) (80,1) (97,1) (4,5) (86,4) (92,5) (64,5) (82,2) (59,4) (81,2) (49,1) (68,2) (1,2) (19,4) (78,1) (23,5) (18,4)
|
||||||
|
(5,4) (2,4) (88,2) (19,1) (87,5) (58,4) (71,2) (62,5) (8,4) (37,4) (10,5) (26,2) (42,3) (82,4) (12,3) (65,1) (85,1) (95,4) (17,3) (40,4) (99,2) (76,5) (3,3) (94,4) (70,4) (41,5) (59,4) (84,4) (1,1) (43,5) (28,3) (60,2) (25,4) (75,4) (33,3) (22,4) (98,4)
|
||||||
|
(68,1) (36,4) (21,3) (46,3) (74,1) (12,2) (7,4) (77,2) (69,2) (40,4) (25,5) (10,5) (43,1) (84,4) (96,2) (44,4) (16,4) (39,2) (83,3) (63,4) (64,4) (94,4)
|
||||||
|
(81,4) (40,4) (18,1) (62,5) (31,3) (25,1) (71,2) (94,3) (56,5) (79,5) (26,4) (53,4) (65,3) (80,2) (61,1) (39,3) (55,4) (27,4) (24,1) (1,1)
|
||||||
|
(43,2) (44,5) (84,4) (68,3) (9,3) (80,5) (32,5) (79,4) (33,1) (22,4) (27,5) (14,4) (55,2) (74,5) (2,3) (38,5) (65,4) (12,3) (35,4) (17,2) (53,4) (28,4) (29,4) (94,2) (92,2) (26,1) (39,1) (30,1) (66,4) (62,1) (41,3) (77,4) (23,5) (95,4) (4,1) (0,4) (10,4) (15,4) (52,1) (85,3) (20,2) (54,1) (72,4) (37,2) (3,4) (45,5) (69,3) (50,3) (51,2) (11,2) (5,4) (58,3) (47,3) (6,2) (93,3) (59,4) (42,2)
|
||||||
|
(10,3) (65,4) (99,4) (11,5) (47,3) (82,3) (31,2) (32,3) (19,2) (50,4) (84,4) (0,3) (24,1) (28,4) (42,5) (53,1) (89,4) (57,2) (27,3) (48,1) (13,5) (71,3) (54,1) (43,2) (7,3) (83,4) (4,4) (80,4) (23,2) (94,5) (90,5) (70,4) (3,1) (93,1) (64,4) (9,2) (66,5) (1,5) (46,2) (30,4) (56,4) (41,4) (73,5)
|
||||||
|
(15,3) (34,4) (86,1) (58,1) (1,4) (65,1) (71,4) (70,2) (50,4) (22,4) (47,4) (79,4) (11,3) (31,1) (7,5) (37,3) (8,3) (61,4) (67,5) (20,4) (44,2) (27,5) (80,4) (81,2) (28,2) (41,4) (46,4) (25,1) (90,1) (40,4) (82,5) (18,5) (85,3) (69,2) (32,2)
|
||||||
|
(43,2) (49,5) (32,4) (4,4) (25,2) (31,5) (53,4) (64,4) (73,2) (56,4) (9,2) (16,4) (89,1) (99,5) (66,5) (46,5) (59,2) (42,3) (96,4) (27,4) (39,2) (21,4) (67,1) (55,1) (74,5) (7,5) (18,1) (10,2) (1,4) (95,1) (37,3) (63,1) (23,4) (54,2) (30,4) (40,4) (38,3) (81,4) (26,1) (61,2) (24,1) (11,2) (20,5) (68,4) (98,5) (76,5) (34,4) (50,4) (45,2) (97,1) (35,3) (8,4) (12,1) (71,5) (88,5)
|
||||||
|
(98,4) (0,2) (29,1) (47,4) (15,4) (24,4) (45,1) (84,4) (73,4) (62,4) (28,1) (27,2) (8,2) (49,4) (38,5) (32,4) (83,3)
|
||||||
|
(88,3) (76,2) (18,3) (28,4) (36,3) (55,5) (37,4) (74,1) (75,4) (73,4) (87,2) (17,5) (32,5) (86,2) (0,5) (82,4) (90,4) (60,2) (7,2) (14,2) (25,1) (29,4) (35,1) (52,2) (67,3) (77,1) (57,2)
|
||||||
|
(82,2) (62,5) (87,4) (97,3) (6,1) (10,5) (38,1) (91,4) (15,5) (80,3) (35,5) (99,1) (71,3) (88,4) (48,2) (96,2) (11,3) (74,4) (21,4) (60,3) (95,4) (13,3) (63,2) (30,3) (65,1) (14,4) (37,1) (2,4) (39,3) (3,4) (28,3) (61,4) (9,4) (72,5) (55,5) (8,4) (69,4) (75,4) (16,1) (47,4) (86,3) (81,4) (29,3) (84,4) (42,5) (4,4) (78,4) (64,5) (57,4) (46,2) (94,2) (54,2)
|
||||||
|
(81,4) (28,1) (54,4) (57,4) (42,4) (66,4) (4,1) (62,3) (80,3) (38,5) (20,4) (68,5) (75,1) (14,5) (22,5) (23,4) (11,5) (87,1) (51,5) (24,4) (13,5) (70,2) (43,5) (84,4) (64,1) (18,3) (32,2) (55,2) (72,1) (50,4) (63,4) (9,4) (61,2) (21,2) (73,1) (86,2) (2,4) (36,2) (27,2)
|
||||||
|
(86,2) (51,5) (58,1) (46,5) (57,3) (48,4) (6,4) (95,4) (77,3) (99,4) (80,5) (41,5) (40,4) (52,1) (43,4) (55,4) (39,4) (23,4) (54,1) (31,3) (70,5) (42,4) (19,3) (93,1) (22,2) (15,4) (98,2) (67,5) (74,4) (82,4) (53,2) (7,3) (29,2) (65,5) (90,3) (32,4) (76,2) (73,1) (61,4) (27,2) (25,5) (89,4) (4,1) (69,2) (1,2) (9,4) (16,2) (21,2) (84,4) (45,1) (13,1) (5,5) (30,3) (92,2) (63,1) (36,5) (33,2) (11,4) (8,4) (24,4) (18,5) (50,3)
|
||||||
|
(94,3) (42,3) (26,4) (59,5) (91,5) (9,1) (0,1) (60,3) (56,4) (74,1) (99,5) (30,4) (25,5) (19,1)
|
||||||
|
(42,4) (97,1) (4,3) (32,4) (58,4) (48,1) (63,5) (96,4) (89,4) (25,4) (78,2) (18,1) (22,3) (81,5) (2,2) (44,1) (38,5) (39,4) (19,5) (86,5) (60,4) (16,1) (51,4) (68,3) (64,4) (65,5) (61,2) (91,4) (76,2)
|
||||||
|
(58,5) (22,4) (51,5) (24,4) (89,4) (83,1) (63,5) (49,1) (15,5) (57,4) (17,4) (35,2) (65,4) (71,5) (37,4) (88,2) (26,1) (80,4) (5,4) (12,4) (9,5) (10,4) (18,4) (54,1) (21,3) (84,4) (33,5) (32,5) (81,4) (66,3) (82,4) (40,5) (3,4) (50,5) (86,5) (76,3) (97,5) (61,5)
|
||||||
|
(11,4) (74,1) (82,4) (57,5) (51,4) (37,5) (31,5) (92,3) (66,3) (81,1) (58,5) (75,5) (76,5) (26,4) (72,2) (83,1) (2,4) (42,1) (40,1) (89,1) (27,3) (28,4) (88,5) (53,4) (44,1) (19,1) (98,4) (9,1) (59,1) (1,2) (54,3) (52,3) (67,2) (47,4) (84,4) (30,4) (0,4) (10,5) (17,2) (63,2) (16,4) (78,1) (35,3) (93,5) (91,3) (85,1) (49,1) (6,2) (68,4) (80,2) (61,5) (14,3) (5,5) (86,5) (48,5) (69,3) (45,2) (34,4) (50,4) (29,4) (38,4)
|
||||||
|
(94,4) (66,5) (36,4) (23,5) (11,5) (90,2) (80,2) (96,3) (60,4) (34,4) (41,4) (56,1) (50,3) (45,2) (16,5) (3,1) (4,1) (28,4) (53,4) (20,5) (48,1) (8,4) (27,1) (0,4) (26,3) (79,5) (49,5) (35,5) (85,1) (38,4) (83,5) (61,3) (68,1) (81,5) (89,4) (44,4) (29,3) (51,5) (93,1) (62,3) (99,4) (18,1) (32,1) (2,2) (5,2) (17,4)
|
||||||
|
(77,5) (62,1) (4,1) (10,3) (14,5) (18,4) (28,5) (42,2) (74,5) (43,4) (83,4) (82,2) (84,5) (12,4) (92,4) (25,5) (59,1) (16,5) (45,4) (52,5) (22,3) (66,2) (75,4) (44,1) (79,3) (56,2) (19,5) (51,5) (65,3) (33,1) (53,1) (6,5) (64,5) (72,2) (57,4) (8,3) (20,3) (13,1) (26,4) (70,1) (76,4) (95,3) (11,3) (80,2) (86,1) (2,1) (35,4) (3,3) (23,5) (73,5) (29,3) (49,3) (40,4) (21,3) (69,5) (61,4) (93,3) (48,5) (7,2) (46,1) (47,3) (89,2)
|
||||||
|
(89,3) (1,4) (84,1) (81,5) (80,4) (45,1) (49,1) (51,4) (54,1) (47,3)
|
||||||
|
(70,4) (78,3) (62,5) (73,5) (21,4) (40,3) (41,2) (10,5) (93,4) (77,4) (14,3) (65,4) (80,1) (49,4) (76,3) (67,1) (99,5) (4,4) (71,2) (12,4) (28,1) (85,2) (51,5) (84,4) (8,4)
|
||||||
|
(71,2) (39,4) (46,3) (60,1) (81,4) (85,5) (20,4) (61,4) (86,1) (16,5) (80,5) (76,1) (18,2) (4,3) (75,5) (84,4) (52,3) (98,5) (72,5) (6,2) (21,2) (41,4) (24,4) (30,3) (31,5) (90,1) (17,2) (93,1) (91,1) (3,4) (28,4) (77,2) (37,2) (5,4) (14,1) (83,1) (94,5) (53,2) (88,5) (73,5) (59,4) (32,4) (2,3) (43,4) (33,3) (50,4)
|
||||||
|
(55,2) (71,1) (82,1) (10,4) (93,1) (29,4) (22,2) (96,2) (89,4) (46,1) (1,3) (79,1) (31,4) (81,5) (58,5) (40,4) (20,5) (76,4) (25,2) (72,4) (43,1) (59,2) (34,4) (32,5) (2,5) (14,2) (61,2) (94,4) (39,1) (18,4) (64,4) (9,5) (62,4) (11,4) (88,3) (48,5) (67,2) (51,2) (84,5) (99,4) (90,4) (38,3) (73,4) (44,1) (24,2) (74,4) (97,4) (63,2) (30,3) (37,5) (42,4) (19,4) (95,2) (26,3) (0,2) (69,4) (66,3) (49,4) (4,4)
|
||||||
|
(73,4) (74,4) (35,5) (48,1) (55,5) (90,2) (93,5) (68,4) (85,2) (12,1) (56,4) (65,3) (10,4) (51,4) (24,4) (9,4) (53,1) (17,1) (16,4) (75,2) (45,3) (71,3) (32,3) (57,2) (26,4) (88,3) (22,5) (42,5) (3,4) (39,4) (91,4) (38,4) (62,4) (96,3) (23,2) (76,4) (86,2) (29,1) (40,2) (67,5) (63,5) (49,1) (77,2) (5,3) (61,3) (84,4) (79,4) (95,1) (50,5) (64,2) (82,4) (1,4) (94,5) (44,2) (15,5) (14,4) (37,4) (11,4) (6,5) (36,4) (20,1)
|
||||||
|
(40,4) (27,4) (63,4) (51,4) (73,2) (96,3) (12,2) (17,2) (8,4) (65,3) (91,3) (35,5) (44,4) (75,2) (11,3) (85,1) (20,4) (45,4) (47,5) (83,1) (82,5) (50,2) (93,4) (55,2) (14,5) (74,1) (79,2) (59,4) (23,5) (25,1) (72,5) (89,2) (88,4) (53,4) (97,4) (0,5) (24,3) (76,3) (77,4) (19,2) (61,2) (13,1) (54,5) (28,2) (69,3) (32,5) (70,3) (10,4) (3,4) (42,4)
|
||||||
|
(98,5) (92,5) (8,4) (35,5) (56,3) (94,2) (96,3) (9,4) (11,5) (26,1) (43,2) (30,2) (6,3) (78,5) (5,4) (34,4) (24,1) (42,5) (72,3) (28,4) (90,4) (17,4) (4,4) (33,4) (23,3) (32,1) (39,1) (51,2) (48,3) (89,3) (64,4) (61,3) (50,2) (87,4) (66,5) (41,5) (29,2) (14,2) (54,2) (38,3)
|
||||||
|
(86,2) (49,2) (33,2) (34,4) (51,1) (63,4) (70,5) (62,2) (79,4) (19,1)
|
||||||
|
(52,2) (74,4) (27,3) (80,1) (57,4) (62,5) (95,4)
|
||||||
|
(40,5) (90,3) (87,3) (57,5) (63,4) (19,4) (33,3) (75,2) (44,5) (86,1) (82,4) (83,3) (97,5) (36,1) (59,4)
|
||||||
|
(70,1) (36,4) (86,5) (21,4) (62,4) (72,3) (91,2) (61,1) (57,4) (83,4) (63,3) (24,5) (93,5) (12,1) (7,4) (84,3) (9,4) (4,3) (69,5) (2,5) (51,4) (46,4) (58,5) (0,4) (15,2) (60,2)
|
||||||
|
(46,1) (25,1) (28,4) (98,2) (69,2) (99,4) (60,3) (32,4) (52,2) (18,5) (16,2) (20,3) (35,1) (15,3) (14,4) (50,1) (88,5) (0,3) (33,2) (65,5) (87,3) (57,1) (2,3) (3,5) (96,3) (51,4) (36,4) (63,3) (23,3) (82,4) (34,1) (48,5) (95,1) (45,2) (55,2) (61,1) (67,3) (79,4) (13,3) (94,1) (66,5) (29,3) (89,3) (38,3) (22,5) (37,4) (5,3) (92,4) (12,5) (30,4) (62,5) (1,4) (83,4) (68,3) (70,4) (84,4) (93,4) (6,5) (26,5) (27,1)
|
||||||
|
(61,5) (88,4) (78,4) (37,4) (9,3) (6,4) (40,4) (22,3) (18,1) (75,4) (86,5) (45,4) (0,4) (8,1) (53,4) (70,1) (32,4) (69,1) (64,3) (98,2) (16,4) (5,1) (55,4) (31,5) (79,4) (90,2) (91,1) (72,4) (20,4) (46,4) (35,1) (85,3) (66,1) (81,2) (19,2) (30,4) (95,5) (41,2) (51,3) (63,4) (74,4) (25,3) (96,5) (17,4) (54,4) (71,2) (80,4) (27,4) (59,3) (97,1) (13,1) (58,1) (47,5) (2,5) (28,4) (89,2) (15,4) (68,3) (36,3) (3,4) (62,2) (76,2) (84,4) (57,1)
|
||||||
|
(41,3) (57,3) (45,1) (51,4) (74,5) (38,2) (43,2) (33,4) (17,4) (95,2) (2,3) (87,4) (25,1) (76,2) (29,3) (11,2) (59,1) (36,2) (83,4) (63,4) (34,1) (26,4) (21,5) (82,1)
|
||||||
|
(52,1) (42,4) (58,1) (77,2) (40,1) (8,1) (21,1) (86,3) (59,2) (85,4) (18,5) (53,2) (41,4) (87,4) (9,3) (69,3) (43,5) (67,2) (65,5) (1,4) (47,1) (38,4) (6,3) (30,4) (35,1) (54,4) (60,3) (5,5) (12,1) (95,3) (62,5) (79,3) (70,3) (48,4) (94,4) (45,4) (36,4) (71,1) (13,5) (72,4) (57,5) (37,4) (7,3) (98,4) (14,3) (75,5) (23,4) (22,5)
|
||||||
|
(58,4) (89,5) (9,1) (72,1) (74,1) (64,2) (52,4) (40,5) (42,4) (81,2) (39,4) (22,3) (76,5) (92,2) (11,4) (96,4) (31,1) (95,1) (88,4) (73,3) (77,2) (17,4) (35,5) (67,2) (82,2) (45,1) (59,4) (69,3) (80,1) (7,3) (3,1) (23,4) (94,5) (99,3) (25,4) (43,4) (0,2) (37,4) (70,5) (38,3) (55,5) (84,4) (30,4) (60,2) (32,4) (26,4) (51,1) (28,2) (24,5) (87,4) (57,3) (61,1) (48,2) (65,1) (75,1) (12,2) (15,5) (19,5) (6,3) (34,1) (83,1) (5,4) (13,4) (93,4) (62,5)
|
||||||
|
(87,5) (88,3) (52,4) (75,2) (84,4) (31,2) (3,5) (66,1) (44,4) (81,4) (33,5) (59,4) (50,4) (19,4) (91,5) (76,4) (46,5) (8,4) (34,1) (60,5) (45,3) (94,1) (63,3) (32,2) (28,3) (89,1) (18,1) (16,4) (20,4) (41,1) (53,2) (4,5) (70,3) (14,2) (55,2) (39,3) (98,4) (93,4) (43,4) (1,5) (24,5) (58,1) (78,4) (97,4) (51,3) (10,4) (62,5) (83,5) (23,3) (6,5) (82,3) (21,1) (0,5) (11,1)
|
||||||
|
(49,5) (82,5) (57,4) (80,2) (18,4) (53,2) (78,4) (7,4) (31,2) (11,4) (69,4) (32,4) (2,4) (40,1) (41,5) (88,2) (81,1) (62,3) (79,2) (99,2) (73,4) (16,1) (39,3) (86,1) (0,3) (27,2) (9,1) (47,2) (51,3) (70,1) (60,2) (89,4) (64,5) (91,2) (25,4) (90,1) (87,4)
|
||||||
|
(9,3) (2,5) (63,2) (59,3) (29,4) (57,5) (11,1) (54,3) (35,2) (12,5) (8,5) (43,4) (44,5) (80,4) (18,5) (25,4) (1,4) (33,4) (89,1) (27,3) (23,3) (62,1)
|
||||||
|
(17,4) (69,5) (75,3) (53,5) (16,5) (85,3) (47,2) (67,4) (19,4) (33,1) (27,4) (14,1) (97,4) (78,5) (98,4) (84,2) (34,4) (95,4) (30,3) (83,4) (89,5) (38,4) (2,3) (11,2) (55,5) (42,4) (20,2) (18,2) (90,4) (35,4) (32,1) (94,4) (76,4) (37,2) (49,3) (87,1) (21,4) (63,3) (57,4) (26,1) (12,4) (15,2) (3,2)
|
||||||
|
(23,4) (2,4) (50,4) (71,4) (41,4) (37,5) (18,1) (69,5) (92,4) (99,4) (56,5) (32,4) (97,3) (35,2) (59,1) (83,5) (40,3) (88,2) (21,3) (10,2) (62,4) (24,3) (52,1) (79,4) (33,4) (90,4) (51,1) (26,4) (64,4) (12,3) (74,4) (91,5) (61,1) (98,4) (47,5) (9,5) (89,4) (68,4) (22,2) (28,2) (78,5) (84,4) (29,2) (46,5)
|
||||||
|
(29,5) (43,2) (57,3) (92,1) (8,2) (69,5) (66,4) (98,4) (87,5) (10,1) (32,1) (75,2) (79,4) (9,5) (65,5) (53,2) (38,1) (15,3) (13,2) (19,4) (37,4) (6,3) (12,4) (58,4) (56,3) (88,4) (18,5) (61,4) (5,1) (59,1) (73,5) (62,1) (0,5) (76,1)
|
||||||
|
(59,5) (46,4) (92,4) (96,2) (35,4) (23,3) (42,3) (66,2) (67,5) (72,4) (91,5) (21,1) (62,2) (78,5) (16,1) (44,4) (36,4) (40,3) (33,4)
|
||||||
|
(38,5) (7,2) (85,4) (80,4) (74,5) (67,4) (13,5) (34,3) (50,4) (42,2) (83,3) (91,4) (28,2) (98,4) (0,4) (81,5) (46,4) (89,4) (15,4) (2,5)
|
||||||
|
(99,2) (38,3) (0,3) (54,2) (75,4) (42,1) (13,1) (58,4) (45,3) (70,5) (26,4) (71,2) (35,4) (94,3) (91,5) (66,4) (18,5) (41,4) (32,1) (27,2) (34,1) (14,2) (86,5) (65,5) (46,4) (83,4) (5,1) (15,4) (57,4) (22,4) (82,1) (98,4) (81,2) (95,4) (64,1) (6,3) (79,3) (40,3) (77,1) (92,4) (11,5) (52,4) (49,2) (85,4) (1,2) (33,4) (80,2) (10,4) (37,5)
|
||||||
|
(4,2) (79,1) (44,1) (29,5) (46,4) (26,4) (93,2) (91,2) (99,4) (6,5) (31,4) (74,4) (2,4) (51,4) (15,4) (8,4) (24,4) (82,3) (83,1) (23,3) (42,5) (37,2) (50,2) (17,3) (97,3) (39,5) (71,4) (13,2) (57,3) (88,1) (34,4) (78,2) (67,4) (75,5) (69,4) (19,4)
|
||||||
|
(74,4) (54,4) (80,1) (2,2) (7,4) (25,3) (83,2) (63,5) (69,5) (5,2) (26,4) (36,3) (60,1) (65,4) (9,3) (82,3) (39,2) (27,5) (73,4) (35,2) (92,4) (20,1) (70,2) (11,5) (99,1) (31,3) (1,1) (6,2) (58,2) (43,4) (64,2) (23,2) (14,4) (15,3) (10,3) (49,4) (29,2) (86,1) (77,2) (79,3) (40,1) (96,4) (16,2) (3,2) (17,4) (21,4) (61,3) (88,1) (56,4) (30,2) (46,4) (90,5) (51,1) (98,5) (66,4) (19,5)
|
||||||
|
(76,5) (10,4) (88,1) (26,2) (62,5) (73,4) (97,3) (41,3) (27,4) (14,3) (59,3) (86,2) (29,2) (79,4) (63,5) (28,2) (5,5) (83,2) (89,3) (95,4) (56,4) (49,3) (11,4) (77,4) (31,1) (9,4) (68,2) (52,4) (94,5) (69,2) (17,1) (46,5) (71,4) (57,4) (53,4) (36,3) (50,5) (0,3) (30,3) (93,1) (39,4) (45,1) (12,5) (65,2) (96,4) (25,4) (40,2) (37,5) (87,4) (74,4) (33,3) (81,5) (16,5) (44,3) (47,2) (90,4) (78,1) (3,4) (43,1) (21,4)
|
||||||
|
(65,4) (86,3) (8,2) (77,1) (68,4) (5,2) (29,4) (52,5) (98,3) (73,5) (56,2) (6,4) (55,5) (53,3) (41,2) (79,5) (94,3) (81,4) (93,3) (20,4) (46,3) (40,2) (13,1) (15,1)
|
||||||
|
(28,4) (21,2) (20,5) (76,4) (8,4) (42,1) (95,3) (27,3) (77,2) (68,4) (84,1) (81,3) (70,3) (22,3) (5,3) (73,1) (71,4) (29,3) (14,2) (74,5) (15,5) (38,1) (98,1) (10,3) (3,2) (7,4) (1,3) (54,2) (53,3) (88,5) (83,3) (32,5) (0,5) (9,2) (57,4)
|
||||||
|
(77,1) (60,3) (52,3) (93,3) (20,4) (29,5) (27,4) (62,3) (89,1) (51,1) (25,3) (41,1) (48,5) (99,2) (15,2) (82,4) (17,4) (21,4) (55,2) (45,2) (26,1) (91,3) (33,5) (58,3) (85,3) (68,3) (84,4) (72,4) (50,2) (96,3) (49,4) (8,4) (97,1) (83,4) (14,1) (24,3) (5,1) (42,3) (6,2) (4,4) (56,2) (63,5) (11,4) (53,5) (2,5) (16,4) (95,4)
|
||||||
|
(58,5)
|
||||||
|
(23,1) (97,4) (31,1) (29,4) (25,4) (18,5) (85,4) (90,4) (51,5) (61,5) (47,4) (8,1) (1,4) (98,5) (89,5) (3,5) (87,4) (33,5) (68,1) (67,4) (27,5) (81,5) (82,1) (72,4) (26,3) (9,4) (60,2) (62,1) (13,4) (15,5) (0,4) (86,5) (37,5) (42,1) (12,4) (56,4) (79,1) (21,3) (2,4) (55,2) (76,3) (70,5) (69,3) (36,1) (74,1) (54,2)
|
||||||
|
(83,5) (46,5) (36,4) (12,4) (3,5) (38,3) (93,2) (50,2) (69,1) (48,3) (13,5) (91,3) (95,4) (29,4) (59,4) (94,4) (85,5) (73,5) (21,2) (19,5) (40,4) (90,5) (63,4) (6,1) (53,3) (55,5) (68,2) (14,4) (20,1) (71,4) (49,4) (74,4) (99,5) (58,4) (2,1) (44,4) (84,4) (33,1) (88,4) (80,3) (47,2) (41,4) (98,2) (28,5) (82,4) (97,1) (9,2) (17,1) (4,5) (60,2) (70,1) (39,4) (43,4) (37,4) (64,2) (77,1) (10,4) (27,4) (35,5) (5,5) (1,3)
|
||||||
|
(53,4) (86,5) (51,4) (12,5) (23,5) (61,4) (8,2) (33,1) (73,4) (87,4) (40,3) (81,5) (19,1) (99,5) (57,1) (38,2) (1,1) (18,5) (21,4) (94,3) (43,2) (75,2) (92,5) (47,2) (66,1) (85,3) (69,5) (67,1) (90,1) (31,2) (74,1) (35,2) (2,1) (48,2) (28,4) (42,3) (49,4) (39,5) (4,3) (59,1) (71,5) (25,2) (10,2) (64,5) (6,3) (0,4) (22,4) (80,4) (60,3) (37,4) (16,4) (65,3) (41,5) (44,4) (83,2)
|
||||||
|
(8,4) (98,3) (92,5) (55,1) (29,2) (7,5) (86,1) (6,3) (75,1) (53,2) (19,2) (31,3) (90,4) (76,4) (71,4) (49,4) (83,4) (30,4) (52,1) (4,5) (48,5) (18,5) (70,5) (41,4)
|
||||||
|
(58,1) (32,5) (26,4) (17,3) (19,5) (7,1) (67,4) (22,4) (28,1) (68,4) (65,3) (97,5) (3,3) (37,3) (79,5) (29,2) (23,5) (9,3) (13,4) (41,4) (78,5) (46,3) (25,2) (49,2) (11,3) (14,4) (81,5) (2,5) (83,1) (45,1)
|
||||||
|
(82,2) (2,5) (88,4) (61,2) (99,2) (94,4) (13,5) (79,5) (33,5) (32,2) (98,4) (20,4) (69,1) (40,4) (44,4) (83,4) (23,2) (14,4) (74,3) (50,3) (92,2) (15,1) (59,1) (9,5) (42,2) (25,3) (89,1) (12,2) (57,4) (46,5) (51,1) (95,3) (34,4) (4,5) (3,5) (5,3) (1,4) (10,3) (38,4) (52,3) (67,5) (78,4) (56,4) (22,4) (19,4) (16,5) (63,4) (48,1) (72,5) (70,2) (76,4) (91,2) (55,1) (26,4) (49,4) (27,2) (36,4) (39,4) (45,4) (96,3)
|
||||||
|
(81,4) (92,4) (87,5) (47,3) (41,5) (37,5) (46,3) (11,3) (68,2) (51,2) (45,2) (97,5) (77,1) (35,3) (50,4) (66,4) (89,4) (75,2) (54,4) (49,4) (16,2) (82,4) (83,2) (30,4) (27,1) (76,2) (32,4) (59,4) (80,3) (62,1) (24,5) (63,3) (95,5) (12,1) (9,2) (94,2) (74,3) (2,4) (69,5) (1,4) (91,3) (57,4) (31,5) (6,2) (34,4) (73,2) (7,3) (52,1)
|
||||||
|
(26,4) (83,4) (17,2) (16,3) (55,5) (54,1) (35,3) (97,5) (98,3) (9,4) (66,1) (51,5) (42,3) (13,2) (1,3) (61,4) (14,4) (47,4) (2,4) (53,4) (75,4) (41,3) (80,2) (10,3) (36,3) (78,4) (27,5) (15,1) (76,1) (87,4) (19,2) (29,1) (37,1) (20,1) (44,1) (21,4) (81,2) (0,3) (33,4) (95,4) (73,4) (28,5) (22,4) (45,5) (4,4) (52,3) (99,4) (94,5) (60,5) (8,2) (30,3) (96,3) (34,4) (90,3) (70,4) (74,5) (38,4)
|
||||||
|
(53,4) (4,5) (16,4) (10,5) (52,2) (81,4) (38,4) (87,4) (63,2) (44,1) (25,5) (3,5) (47,4) (30,3) (54,4) (40,5) (98,3) (57,5) (67,3) (29,1) (99,4) (73,2) (59,4) (50,1) (83,3) (12,5) (58,4) (43,2) (97,5) (8,4) (31,3) (84,1) (71,3) (96,3) (7,1) (15,5) (27,3) (48,4) (33,2) (17,1) (0,4)
|
||||||
|
(7,2) (77,5) (79,4) (28,5) (2,3) (23,1) (0,5)
|
||||||
|
(46,4) (76,5) (42,4) (92,1) (3,5) (44,5) (62,1) (90,1) (31,4) (20,5) (21,3) (30,3) (18,4) (75,2) (22,4) (38,3) (82,3) (59,5) (11,3) (16,4) (1,2) (12,4) (54,2) (93,4) (9,3) (57,1) (10,5) (29,3) (68,4) (17,5) (36,3) (47,1)
|
||||||
|
(27,4) (57,1) (81,4) (71,4) (6,3) (51,2) (20,1) (26,4) (80,1) (37,3) (32,3) (17,4) (43,1) (78,4) (2,2) (15,5) (96,4) (47,4) (84,4) (24,3) (30,4) (48,3) (14,5) (23,2) (55,4) (40,1) (62,5) (63,3) (69,5) (86,2) (97,2) (44,2) (66,1) (53,5) (82,3) (19,2) (94,2) (59,3) (98,2) (13,5) (28,4)
|
||||||
|
(38,1) (71,4) (3,3) (87,3) (80,1) (66,3) (98,4) (99,3) (14,1) (32,3) (50,4) (59,4) (24,2) (53,5) (70,3) (60,4) (52,5) (76,4) (33,4) (15,2) (10,2) (12,4) (67,4) (17,3) (64,4) (86,3) (27,3) (93,4) (79,4) (62,4) (85,3) (94,4) (31,2) (34,3) (45,2) (95,2)
|
||||||
|
(96,5) (18,4)
|
||||||
|
(5,3) (13,1) (43,2) (94,3) (53,5) (58,2) (34,2) (98,1) (67,5)
|
||||||
|
(24,4) (98,3) (4,1) (9,4) (44,1) (49,1) (32,5) (69,1) (54,1) (92,1) (83,4) (87,2) (63,4) (51,5) (35,4) (65,3) (97,1) (15,5) (31,4) (45,5) (66,3) (16,5) (96,1) (60,3) (6,4) (94,5) (39,4) (29,3) (28,1) (43,4) (3,1) (64,4) (36,1) (81,4) (22,1) (11,4) (20,4) (17,1) (61,2) (57,2) (25,2) (56,1) (5,2) (27,3) (78,2) (91,3) (34,2) (48,5) (42,1) (79,4) (55,5) (12,2) (1,4) (77,2) (18,1) (99,4) (95,2) (89,2) (68,4) (85,2) (58,5) (88,3)
|
||||||
|
(9,5) (82,1) (42,4) (95,4) (88,4) (37,1) (27,3) (19,4) (50,5) (48,4) (85,3) (12,1) (29,4) (10,3) (99,3) (33,3) (90,4) (65,2) (83,4) (93,4) (43,3) (45,3) (21,2) (92,2) (17,2) (32,2) (31,5) (60,1)
|
||||||
|
(71,4) (50,4) (70,2) (13,2) (28,4) (41,5) (63,5) (91,3) (62,4) (68,3) (33,4) (83,4) (56,5) (16,3) (35,2) (17,1) (99,1) (60,3) (76,5) (89,4) (6,5) (37,3) (0,3) (80,3) (65,4) (96,3) (85,5) (21,1) (84,5) (79,5) (58,5) (9,1) (44,5) (10,4)
|
||||||
|
(13,4) (92,5) (44,2) (61,5) (49,1) (99,3) (73,4) (20,5) (41,2) (93,2) (62,4) (51,3) (63,3) (23,5) (12,3) (36,5) (33,2) (43,2) (34,4) (22,5) (19,4) (3,2) (48,4) (84,4) (11,4) (96,3) (10,4) (68,3) (52,4) (7,1) (38,4) (25,4) (81,1) (28,5) (82,4) (30,1) (75,2) (71,4) (5,5) (60,3) (24,5) (88,4) (47,4) (16,5) (32,3) (14,4) (9,1) (67,1)
|
||||||
|
(50,5) (54,2) (92,1) (87,2) (53,5) (64,4) (66,4) (63,1) (29,4) (26,3) (3,3) (96,3) (95,3) (35,5) (48,3) (61,1) (19,5) (79,5) (45,3) (41,4) (25,5) (11,1) (81,5) (40,3) (42,5) (59,4) (57,5) (51,4) (86,3) (99,4) (46,4) (85,4) (6,5) (38,1) (27,1) (65,3) (98,1) (20,5) (80,2) (37,4) (8,5) (69,4)
|
||||||
|
(84,2) (67,4) (55,4) (52,4) (20,4) (62,4) (23,2) (30,5) (90,5) (42,3) (41,2) (14,4) (25,3) (47,2) (16,5) (18,3) (12,5) (2,2) (92,1) (6,1) (43,3) (51,4) (13,5) (7,1) (4,5) (97,3) (63,4) (5,5) (48,4) (61,1) (45,4) (28,1) (75,3) (80,4)
|
||||||
|
(55,1) (65,1) (58,5) (23,1) (74,4) (73,2) (30,4) (78,4) (40,3) (53,3) (93,5) (94,4) (68,2) (2,4) (57,4) (47,3) (11,1) (1,5) (8,2) (0,2)
|
||||||
|
(10,2) (37,4) (19,2) (21,4) (66,1) (26,4) (94,5) (33,4) (55,4) (42,3) (91,4) (16,4) (65,5) (6,4) (18,4) (24,2) (2,5) (17,4) (83,5) (68,2) (78,1) (36,3) (29,4) (79,4) (95,2) (72,5) (70,2) (50,5) (22,4) (89,4) (7,4) (81,4) (28,5) (62,2) (41,4) (77,1) (31,2) (32,2) (49,1) (46,5) (64,1) (75,5) (60,4) (63,4) (20,4) (15,5) (0,1) (57,1) (14,4) (98,1) (4,5) (13,4) (86,2) (80,3)
|
||||||
|
(11,3) (85,4) (33,5) (62,1) (67,2) (16,2) (80,4) (74,5) (91,4) (34,4) (38,4) (79,2) (52,4) (57,5) (55,4) (75,3) (49,4) (17,1) (90,2) (78,2) (48,4) (25,2) (53,4) (83,3) (99,4) (60,1) (92,3) (4,5) (68,3) (2,5) (3,4) (5,1) (47,2) (40,1) (24,4) (44,1) (81,1) (28,3) (56,5) (70,2) (32,1) (71,5) (87,1) (27,3) (42,3) (36,4) (95,1) (63,4)
|
||||||
|
(7,1) (75,3) (13,1) (71,4) (73,2) (8,5) (18,5) (53,5) (17,4) (32,3) (65,3) (25,5) (0,3) (20,2) (79,1) (97,4) (72,4)
|
||||||
|
(74,2) (27,3) (69,5) (91,5) (56,2) (70,3) (62,5) (19,4) (34,4) (33,1) (87,5) (59,4) (48,2) (24,3) (66,4) (58,4) (9,4) (43,4) (65,2) (35,4) (71,3) (14,4) (76,4) (73,4) (38,3) (72,3) (26,1) (92,5) (37,5) (49,4) (8,3) (32,5) (1,3) (3,5) (0,4) (57,5) (61,2) (2,3) (40,2) (82,4) (29,2) (63,1) (22,4) (45,4) (80,3) (90,2) (53,3) (86,1) (7,5) (50,1) (31,5) (20,4) (30,2) (55,2) (51,5) (75,4) (39,4) (28,5) (97,3) (84,5)
|
||||||
|
(61,4) (71,5) (43,4) (10,3) (56,1) (18,3) (69,5) (60,3) (11,1) (76,4) (90,3) (72,4) (13,1)
|
||||||
|
(25,2) (76,4) (53,5) (56,5) (14,1) (1,5) (30,1) (95,2) (7,1) (79,4) (78,4) (17,3) (49,3) (28,3) (88,2) (41,4)
|
||||||
|
(33,1) (98,4) (88,2) (43,4) (72,1) (57,4) (79,2) (1,5)
|
||||||
|
(69,5) (16,2) (51,3) (68,4) (76,4) (89,4) (35,4) (27,4) (39,5) (32,3) (92,4) (94,4) (31,3) (46,2) (63,1) (82,2) (28,4) (59,4) (11,2) (2,5) (65,4) (34,3) (73,2) (0,3) (37,4) (57,4) (25,2) (55,3) (99,5) (38,4) (19,2) (13,3)
|
||||||
|
(96,4) (45,4) (10,4) (21,5) (47,5) (1,3) (38,1) (62,3) (84,2) (70,3) (72,2) (85,3) (91,1) (0,1) (5,5) (77,4) (90,5) (87,4) (69,4) (16,2) (22,3) (93,4) (9,4) (82,4) (23,4) (46,4) (73,4) (8,4) (13,3) (52,4) (61,4) (81,2) (2,2) (26,1) (71,4) (55,2) (6,4) (4,4) (3,4) (97,3) (36,5)
|
||||||
|
(13,4) (25,2) (76,3) (85,3) (59,4) (37,3) (3,1) (73,3) (27,2) (95,5) (46,3) (18,5) (96,4) (92,4) (52,4) (29,1) (17,2) (82,1) (43,2) (23,1) (77,4) (56,4) (78,1) (83,3) (64,4) (58,4) (16,4) (87,5) (49,4) (70,3) (68,4) (75,5) (90,1) (19,4) (53,3) (34,1) (2,3) (66,4) (81,3) (6,4) (39,3) (10,4) (60,4) (89,1) (88,1) (62,4) (31,2) (24,5) (80,3) (28,4) (32,3) (38,4) (0,2)
|
||||||
|
(30,3) (51,5) (23,4) (44,3) (96,3) (77,3) (66,3) (36,4) (37,2) (70,1) (31,1) (34,4) (63,4) (10,3) (42,4) (72,1) (11,2) (71,2) (76,4) (39,4) (95,4) (92,3) (80,3) (20,4) (74,5) (85,4) (62,4) (52,3) (69,5) (67,2) (94,1) (46,2) (8,3) (21,5) (43,1) (27,1) (55,4) (54,4) (53,3) (22,4) (6,1) (5,2) (56,4) (24,4) (38,4) (83,3) (81,4) (19,2) (14,2) (98,4) (1,4) (7,4) (50,2) (86,2) (0,4) (49,4) (61,4)
|
||||||
|
(53,4) (10,2) (94,4) (4,4) (36,4) (88,3) (25,4) (89,4) (31,1) (7,4) (57,4) (65,1) (28,1) (47,4) (77,3) (26,4) (20,4) (12,4) (92,5) (68,3) (51,4) (81,3) (96,1) (2,1) (50,4) (38,1) (44,4) (55,5) (33,1) (43,5) (64,3) (14,3) (21,4) (98,3) (99,4) (72,5) (61,1) (69,2) (13,1) (56,5) (22,4) (1,4) (34,4) (91,3)
|
||||||
|
(16,1) (9,4) (98,4) (1,3) (48,2) (60,4) (68,1) (91,2) (58,1) (0,2) (12,5) (99,3) (10,4) (3,4) (31,4) (26,5) (41,4) (73,4) (66,4) (54,4) (6,5) (34,4) (92,1) (35,5) (86,1) (22,4) (29,4) (95,4) (47,5) (42,2) (28,2) (82,1) (21,4)
|
||||||
|
(95,3) (38,3) (51,4) (90,4) (46,5) (89,4) (65,2) (11,1) (93,4) (44,2) (57,3) (92,3) (47,3) (54,4) (97,1) (2,5) (59,5) (9,4) (75,4) (73,2) (0,4) (77,2) (26,4) (58,3) (56,4) (81,1) (24,2) (83,5) (35,4) (78,5) (34,4) (69,4)
|
||||||
|
(4,4) (23,2) (1,1) (55,4) (63,3) (98,5) (99,4) (97,3) (16,1) (31,4) (6,5) (13,3) (60,1) (94,2) (77,1) (67,4) (21,2) (27,4) (92,5) (62,1) (85,2) (84,4) (3,5) (79,4) (48,4) (10,4) (22,1) (37,1) (46,4) (25,1) (41,4) (45,2) (52,2) (14,5) (7,2) (42,3) (28,1) (74,5) (93,4) (68,5) (2,2) (83,5) (34,3) (11,4) (51,4) (56,1) (71,4) (29,5) (39,3) (90,3) (64,5) (61,3) (72,4) (66,3) (9,3) (82,2) (54,2) (43,4)
|
||||||
|
(25,2) (26,2) (85,5) (99,1) (34,2) (75,3) (22,1) (13,1) (78,3) (29,1) (68,2) (53,4) (69,5) (84,5) (17,1) (95,3) (96,1) (59,4) (9,5) (70,4) (2,4) (44,3) (16,1) (77,4) (87,4) (56,1) (19,5) (48,4) (89,3) (45,5) (12,2) (18,2) (47,4) (55,4) (71,4) (94,4) (90,1) (65,4) (88,5) (63,1) (91,5) (21,5) (46,4) (76,4) (50,3) (40,1) (86,1) (73,5) (28,5) (31,3) (10,4) (14,5) (62,3) (60,2) (43,4) (6,4) (74,5) (93,5)
|
||||||
|
(65,4) (20,4) (62,4) (61,4) (0,3) (27,5) (51,5) (66,3) (52,4) (12,4) (59,4) (88,2) (22,1) (28,3) (96,3) (98,5) (95,4) (33,4)
|
||||||
|
(6,2) (34,4) (79,4) (63,1) (81,1) (58,5) (76,2) (26,1) (52,4) (5,1) (25,3) (77,4) (91,1) (85,4) (56,3) (71,4) (9,4) (27,4) (23,5) (11,4) (39,5) (89,2) (22,2) (1,5) (49,1) (92,2) (42,5) (36,3) (48,5) (72,4) (74,4) (50,5) (70,3) (19,3) (97,3) (51,1) (60,4) (2,2) (13,1) (32,4) (4,5) (62,4) (96,4) (66,1) (95,3) (3,2) (54,1)
|
||||||
|
(90,3) (74,3) (14,4) (44,4) (52,4)
|
||||||
|
(49,4) (92,2) (89,4) (31,5) (70,4) (64,4) (99,5) (65,3) (53,3) (7,4) (42,4) (11,4) (41,4) (57,2) (32,1) (88,2) (30,4) (15,1) (37,1) (74,4) (94,3) (51,4) (26,4) (69,2) (22,2) (12,4) (75,2) (54,5) (13,3) (61,3) (19,4) (39,2) (62,2) (85,5) (87,3) (78,3) (76,3) (45,5) (33,2) (2,3) (25,1) (16,3) (36,4) (77,1) (90,1) (44,3) (1,3) (38,5) (67,1) (79,1) (66,1) (97,2) (0,5) (80,4) (95,5) (34,5) (55,2)
|
||||||
|
(33,4) (47,1) (93,2) (3,4) (14,5) (18,3) (35,2) (23,3) (9,5) (7,2) (58,3) (40,5) (22,1) (16,1) (73,4) (62,4) (86,5) (31,4) (97,4) (55,4) (60,1) (38,2) (88,5) (95,4) (76,4) (66,4) (43,5) (17,5)
|
||||||
|
(10,3) (4,2) (51,2) (75,4) (85,4) (5,4) (70,4) (98,4) (26,1) (94,3) (76,3) (59,5) (27,3) (77,5) (40,4) (96,4) (28,3) (7,5) (44,5) (80,5) (82,1) (52,1) (56,2) (33,5) (65,4) (87,2) (58,4) (93,5) (57,4) (39,3) (45,1) (47,4) (64,4) (97,5) (50,2) (37,3) (83,4) (48,4) (84,2) (53,3) (22,1) (55,5) (15,4) (62,3) (88,4) (73,5) (81,4) (18,1) (30,5) (99,3) (49,1) (20,4) (13,3) (14,4) (68,4)
|
||||||
|
(1,5) (11,1) (22,2) (96,3) (53,4) (44,4) (37,2) (71,2) (60,4) (23,5) (90,1) (83,4) (39,4) (7,1) (5,4) (47,3) (0,2) (35,4) (89,5) (79,2) (69,3) (2,4) (88,4) (36,3) (6,4) (15,1) (99,5) (87,5) (86,5) (12,4) (61,4) (28,5) (97,5) (72,4) (74,1) (14,1)
|
||||||
|
(70,3) (47,4) (61,3) (83,1) (20,5) (30,4) (50,5) (0,5) (86,5) (8,4) (19,3) (55,4) (85,4) (81,2) (21,3) (6,2) (22,4) (80,5) (66,5) (59,4) (35,4) (4,4) (7,2) (43,5) (11,4) (32,4) (42,2) (96,1) (69,3) (27,4) (91,4) (93,4) (98,1) (99,5) (68,2) (71,4) (10,2) (49,5) (12,5) (88,4)
|
||||||
|
(87,5) (42,4) (61,1) (96,4) (3,1) (77,4)
|
||||||
|
(80,2) (22,4) (56,1) (39,5) (93,4) (86,5) (32,4) (35,4) (62,4) (8,3) (79,1) (28,2) (18,1) (44,3) (57,2) (53,4) (10,2) (1,4) (11,1) (19,1) (77,1) (23,5) (14,1) (30,2) (51,4) (50,3) (26,5)
|
||||||
|
(50,4) (45,4) (85,4) (67,4) (44,5) (94,1) (29,1)
|
||||||
|
(37,4) (76,5) (21,3) (90,3) (67,4) (46,4) (87,5) (6,2) (20,5) (16,4) (98,3) (5,2) (56,3) (68,5) (70,4) (62,3) (88,1) (32,1) (35,5) (84,3) (17,4) (73,4) (93,5) (28,5) (33,1) (47,4) (64,4) (8,1) (15,4) (44,2) (26,4) (51,3) (66,4) (85,2) (96,4) (74,2) (61,4) (92,1) (81,3) (53,2) (42,2) (11,2) (83,4) (25,3) (3,2) (29,4) (77,4) (50,5) (86,1) (24,2) (58,5) (14,4) (7,2) (43,1) (38,3) (49,4) (55,4) (75,4) (65,4)
|
||||||
|
(85,3) (36,5) (51,2) (71,3) (57,1) (93,2) (79,2) (2,1) (27,5) (26,5) (82,4) (19,3) (4,2) (52,4) (7,1) (16,3) (78,3) (70,5) (63,3) (45,2) (9,4) (20,4) (49,5) (89,4) (76,3) (58,2)
|
||||||
|
(38,2) (43,4) (93,4) (85,2) (31,1) (8,4) (66,5) (42,4) (41,2) (19,2) (61,4) (48,3) (23,1) (98,5) (0,1) (47,4) (44,2) (80,3) (25,2) (69,4) (59,2) (54,2) (40,5) (45,1) (50,3) (76,4) (6,2) (29,3) (39,4) (62,5) (78,4) (99,4) (46,4) (91,3) (9,5) (88,5) (57,2) (71,3) (77,5) (75,2) (36,3) (11,3) (67,1) (81,4) (17,1) (20,5) (84,4) (94,1) (79,2) (24,3) (89,5) (14,4) (86,3)
|
||||||
|
(43,4) (45,5) (47,2)
|
||||||
|
(62,2) (6,3) (79,2) (34,1) (66,1) (54,4) (93,5) (25,4) (87,4) (11,5) (76,1) (24,4) (85,2) (74,2) (31,5) (30,4) (67,2) (60,4) (15,3) (22,5) (18,3) (65,4) (26,4) (63,1) (10,2) (48,3) (33,5) (86,5) (69,4) (36,1) (16,4) (13,3) (47,1) (80,4) (50,1) (77,4) (61,3) (99,4) (37,4) (68,5) (91,1) (23,3) (52,2) (73,1) (71,4) (90,3) (8,3) (75,5) (78,5) (44,1) (89,1) (88,5) (92,5) (96,1) (3,1) (0,1) (49,5)
|
||||||
|
(70,1) (20,2) (21,3) (5,2) (57,5) (47,3) (34,2) (33,2) (3,5) (26,1) (38,2) (97,3) (69,4) (37,1) (61,1) (81,3) (78,5) (75,4) (2,2) (85,3) (27,2) (93,4) (50,4) (62,2) (71,2) (7,5) (65,3) (59,5) (12,5) (98,5) (60,2) (8,1) (84,5) (41,2) (15,3) (94,5) (95,4) (74,3) (19,1) (11,2) (31,4) (13,1) (68,3) (43,5) (72,1) (14,2) (80,4) (51,2) (82,5) (90,3) (83,5) (88,2)
|
||||||
|
(32,5)
|
||||||
|
(46,5) (80,2) (36,4) (7,5) (60,2) (99,5) (3,5) (90,2) (61,2) (93,4) (81,5) (79,4) (62,5) (13,4) (74,1) (28,5) (56,4) (12,5) (42,4) (48,5) (33,2) (86,4) (8,3) (16,3) (5,1) (73,5) (35,3) (68,1) (72,2) (97,1) (53,1) (41,4) (27,3) (83,5) (6,4) (31,4) (64,4) (82,3) (21,4) (58,2) (63,2) (32,4) (94,4) (4,4) (34,5) (20,4) (66,2) (50,5) (24,3)
|
||||||
|
(28,4) (80,1) (72,2) (3,3) (47,4) (20,5) (56,4) (84,4) (88,4) (15,4) (2,1) (66,3) (11,4) (4,2) (32,1) (95,5) (98,4) (99,1) (33,4) (9,2) (18,3) (45,4) (51,4) (57,5) (59,1) (50,1) (73,4) (68,2) (96,5) (77,1) (27,1) (46,4) (60,3) (76,5) (89,4) (85,4) (42,4) (79,5) (78,4) (36,4) (58,1) (6,2) (34,5) (1,4) (41,2)
|
||||||
|
(99,2) (72,3) (66,5) (11,5) (67,4) (32,3) (46,1) (96,3) (49,4) (29,4) (69,5) (62,5) (57,1) (56,4) (10,3) (65,2) (89,4) (95,4) (82,4) (38,2) (80,5) (28,4) (2,1)
|
||||||
|
(32,2) (22,5) (91,2) (59,5) (93,4) (61,4) (68,5) (17,4) (35,4) (98,2) (11,5) (46,5) (4,4)
|
||||||
|
(13,4) (29,5) (30,5) (24,4) (43,3) (14,2) (65,5) (23,1) (69,5) (33,4) (8,2)
|
||||||
|
(12,4) (20,1) (72,4) (18,4) (55,5) (92,4) (86,4) (48,4) (96,3) (81,1) (44,1) (80,5) (49,4) (42,4) (63,2) (46,5) (67,5) (79,1) (2,2)
|
||||||
|
(99,3) (20,5) (7,1) (49,5) (76,4) (68,5) (62,4) (77,4) (36,1) (78,2) (12,4) (47,4) (88,3) (82,3) (53,2) (22,1) (16,2) (59,5) (79,3) (54,4) (73,1) (41,4) (23,4) (5,4) (84,1) (3,3) (40,2) (0,3) (6,5) (98,2) (17,3) (46,2) (70,4) (56,4) (31,4) (19,4) (61,3) (60,5) (10,3) (13,5) (58,2) (8,4) (52,4) (75,5) (83,5) (57,1) (28,3) (71,4) (65,4) (39,3) (30,4) (2,1) (42,2) (26,1) (48,1) (25,1) (37,4) (97,3) (94,4) (91,2) (15,5) (51,1)
|
||||||
|
(9,4) (28,1) (19,2) (12,4) (0,4) (55,4) (26,3) (41,4) (62,3) (24,5) (6,5) (31,4) (72,4) (47,4) (13,2) (25,5) (34,4) (5,2) (37,4) (88,4) (67,1) (66,2) (20,4) (70,5) (49,3) (3,1)
|
||||||
|
(98,2) (78,4) (84,5) (63,4) (18,1) (16,4) (96,2) (92,5) (17,3) (45,4) (56,3) (55,1) (94,2) (20,4) (22,2) (91,2) (62,3) (48,4) (81,5) (80,5) (68,2) (65,2) (10,4) (67,1) (29,5) (11,1) (66,2)
|
||||||
|
(30,3) (36,4) (64,2) (5,4) (79,1) (96,3) (72,3) (8,3) (28,3) (60,5) (82,1) (37,4) (1,4) (9,4) (43,1) (31,1) (93,4) (44,1) (99,1) (7,3) (66,1) (10,5) (58,3) (13,2) (40,4) (48,4) (54,4) (38,3) (57,5) (32,3) (0,3) (59,4) (61,3) (41,3) (50,3) (47,2) (14,2) (94,1) (83,2) (22,4) (53,3) (86,1) (70,4) (68,3) (23,1) (49,1) (25,5) (65,5) (74,2) (67,4) (52,4)
|
||||||
|
(53,1) (85,2) (34,3) (74,5) (83,5) (70,3) (73,2) (80,4) (18,4) (27,4) (19,1) (49,1) (9,4) (25,4) (7,1) (97,3) (50,1) (76,5) (86,5) (4,1) (46,4) (24,4) (37,2) (71,2) (91,2) (14,5) (40,4) (94,4) (12,1) (75,1) (26,1) (39,4) (64,5) (63,5) (59,3) (31,5) (84,5) (78,1) (66,1) (87,4) (21,4) (72,4) (67,4) (13,5) (36,4) (96,4) (79,2) (92,3) (45,3) (60,5) (38,3) (10,4) (95,5) (51,4) (57,4) (2,5) (3,2) (8,4) (0,3) (56,1) (89,2) (69,3) (32,5) (23,3) (30,4) (58,4)
|
||||||
|
(8,4) (34,4) (39,5) (37,1) (62,4) (27,4) (56,4) (74,4) (89,5) (4,5) (72,1) (95,2) (67,2) (20,1) (9,4) (0,2) (35,5)
|
||||||
|
(77,1) (56,4) (5,4) (84,5) (67,5) (40,4) (55,4) (8,2) (44,5) (76,2) (41,1) (32,5) (24,4) (13,2) (16,3) (37,3) (38,3) (15,5) (26,5) (2,1) (94,1) (22,3) (54,3) (14,5) (9,5) (93,2) (81,3) (0,4) (47,3) (49,4) (61,4) (71,2) (99,4) (33,4) (7,3) (45,4) (36,1) (85,4) (29,3) (65,1) (46,4) (57,4) (58,2) (52,1) (53,5) (74,1) (20,4) (79,4) (82,2) (59,1) (35,5) (19,3)
|
||||||
|
(9,1) (30,5) (18,2) (17,1) (26,1) (36,4) (56,5) (41,2) (21,1) (33,4) (48,1) (4,2)
|
||||||
|
(81,4) (65,4) (3,4) (77,2) (1,4) (34,5) (60,4) (43,3) (22,5) (49,4) (58,4) (56,4) (44,5) (89,4) (97,4) (38,4) (93,3) (63,5) (55,1) (62,3) (69,4) (9,3) (26,4) (59,2) (96,4) (86,2) (80,3)
|
||||||
|
(43,4) (91,5) (8,2) (20,4) (12,2) (0,3) (67,4) (19,1) (98,4) (87,4) (92,1) (66,4) (52,5) (37,4) (80,4) (9,4) (75,1) (72,2) (96,5)
|
||||||
|
(66,1) (83,4) (76,1) (0,2) (4,2) (59,2) (42,4) (88,4) (72,5) (87,3) (82,3) (12,4) (65,4) (39,4) (40,3) (51,2) (28,4) (19,5) (74,3) (99,3) (94,5) (17,1) (25,4) (61,3) (8,4) (56,4) (37,2) (73,1) (11,4) (91,4) (3,4) (85,4) (38,2) (10,1) (78,1) (67,2) (68,1) (20,4) (77,2) (33,2) (86,3) (89,5) (18,1) (62,2) (14,3) (7,2) (97,1) (69,5) (44,3) (29,5) (92,2) (48,5) (35,2) (64,4) (31,4) (1,5) (5,1) (36,1)
|
||||||
|
(99,4) (61,1) (63,4) (21,1) (70,2) (30,2)
|
||||||
|
(19,2) (87,3) (23,3) (14,5) (18,1) (57,5) (12,2) (45,4) (2,5) (98,4) (5,1) (44,1) (9,3) (48,5) (56,1) (31,1) (64,2) (82,3) (67,1) (88,2) (52,4) (7,1) (37,4) (41,2) (39,1) (55,2) (16,4) (79,1) (77,4) (24,2) (95,5) (54,1) (94,3) (91,2) (11,1) (29,5) (49,3) (40,4) (78,4) (89,2) (69,2) (85,4) (10,4) (65,1)
|
||||||
|
(82,4) (63,5) (97,4) (30,4) (91,4) (60,3) (66,1) (26,4) (75,5) (33,1) (36,5) (89,2) (64,3) (3,1) (17,4) (49,2) (1,4) (18,1) (9,5) (57,5) (23,3) (43,2) (19,4) (8,4) (80,2) (92,4) (12,5) (71,1) (38,2) (2,4) (0,3) (58,4) (16,2) (70,4) (42,4) (35,4) (56,4) (47,2) (28,4) (84,1) (90,5) (4,4) (14,2) (98,5) (6,1) (41,1) (48,4) (55,4) (24,4) (34,4)
|
||||||
|
(77,4) (2,5) (15,4) (70,4) (37,1) (24,5) (35,5) (98,4) (83,4) (5,4) (90,4) (1,3) (13,3) (47,2) (56,2) (31,2) (38,2) (46,4) (43,4) (0,1) (6,1) (64,4) (94,3) (36,3) (23,1) (57,2) (4,4) (72,4) (88,3) (58,1) (21,4) (84,4) (49,5) (19,4) (12,5) (68,1) (14,4) (66,1) (92,3) (97,4) (59,4) (51,1) (89,4) (63,4) (26,4) (96,4) (86,2) (10,4) (25,1) (54,3) (45,1) (93,4) (27,1) (74,4) (87,3) (34,2) (11,2)
|
||||||
|
(78,4) (99,3) (89,5) (9,4) (73,4) (87,5) (68,5) (45,1) (74,1) (80,5) (31,5) (17,5) (67,5)
|
||||||
|
(45,4) (43,2) (97,3) (14,3) (94,5) (38,4) (35,3) (26,2) (68,4) (81,3) (3,4) (24,5) (91,4) (51,2) (32,2) (80,2) (1,5) (75,5) (74,4) (54,5) (61,4)
|
||||||
|
(41,2) (86,5) (40,1) (48,2) (53,1) (18,4) (51,3) (2,3) (59,5) (29,4) (47,3) (15,4) (46,5) (11,4) (36,4) (30,3) (83,3) (62,1) (25,3) (43,3) (66,2) (37,4) (93,3) (79,5) (80,4) (78,4) (76,2) (49,4) (92,3) (94,4) (67,4) (96,3) (12,1) (27,4) (89,1) (26,5) (87,2) (70,1) (55,1) (63,4) (57,4) (3,4) (95,4) (45,1) (72,1) (17,1) (44,4) (1,2) (74,4) (31,4) (38,4) (50,3) (13,4) (9,2) (84,4) (23,1) (75,4) (65,5) (7,4) (64,5) (90,2) (10,3) (0,3) (88,4) (4,4) (82,1) (52,4)
|
||||||
|
(61,3) (34,4) (0,5) (81,2) (59,4) (17,2) (39,3) (90,2) (2,1) (66,3) (71,1) (29,4) (79,3) (62,4) (36,4) (49,3)
|
||||||
|
(71,1) (17,5) (18,4) (34,4) (63,2) (23,1) (77,3) (66,1) (84,3) (43,1) (89,3) (24,1) (96,4) (69,2) (97,3) (58,2) (27,1) (41,3) (93,3) (82,2) (75,5) (38,5) (22,3) (9,4) (45,4) (99,4) (2,3) (20,1) (15,4) (16,3) (73,3) (31,4) (54,2) (90,3) (95,2) (13,1) (14,1) (86,2) (29,3) (10,5) (80,5)
|
||||||
|
(90,4) (39,2) (69,4) (14,1) (76,1) (12,5) (57,3) (98,2) (36,3) (41,4) (77,3) (30,1) (3,3) (18,4) (0,4) (55,3) (9,3) (84,4) (89,5) (2,5) (91,4) (81,4) (67,3) (4,1) (49,4) (13,3) (80,2) (34,4) (32,2) (20,2) (33,4) (58,1) (79,2) (70,4) (52,4) (83,2) (51,4) (88,5)
|
||||||
|
(67,5) (76,4) (54,3) (68,2) (35,4) (82,1) (50,5) (39,4) (90,1) (11,4) (59,2) (72,2) (13,4) (27,4) (25,3) (57,3) (1,4) (21,1) (46,3) (56,3) (18,5) (0,1) (4,2) (14,3) (78,2) (9,5) (33,1) (70,2) (47,2) (12,5) (91,5) (22,1) (69,4) (34,5) (73,3) (92,4) (98,5) (29,1) (44,4) (19,3) (79,2) (24,2) (15,2) (80,2)
|
||||||
|
(90,2) (14,5) (49,4) (33,4) (67,1) (75,4) (7,4) (51,1) (68,4) (78,4) (8,5) (99,4) (85,5) (52,5) (9,3) (13,4)
|
||||||
|
(19,1) (33,4) (53,1) (34,5) (51,2) (12,5) (28,2) (67,4)
|
||||||
|
(12,3) (43,5) (18,2) (11,4) (0,4) (93,4) (89,3) (44,4) (24,2) (29,1) (88,5) (14,4) (84,1) (38,2) (57,5) (1,1) (30,2) (99,2) (42,1) (90,4) (74,5) (86,4) (22,2) (51,2) (91,2) (6,2) (72,3) (97,4) (26,3) (81,4) (17,4) (2,4) (31,4) (46,2) (27,1) (75,4) (53,3) (41,2) (71,4) (96,4)
|
||||||
|
(42,1) (80,3) (12,4) (73,4) (83,3) (89,2) (99,3) (7,4) (84,1) (26,4) (37,5) (25,2) (79,2) (20,4) (11,4) (53,4) (70,1) (15,2)
|
||||||
|
(18,2) (54,4) (67,1) (49,4) (37,1)
|
||||||
|
(89,4) (84,5) (18,3) (66,5) (85,4) (41,1) (79,5) (64,1) (29,4) (93,5) (7,2) (2,3) (39,1) (99,4) (71,5) (96,5) (20,5) (97,5) (22,4) (9,3) (33,2) (58,3) (14,3) (43,4) (17,5) (31,4) (63,4) (45,4) (60,5) (13,5) (0,2) (68,3) (40,4) (53,4) (25,1) (70,3) (82,5) (36,1) (6,4) (37,1) (34,2) (81,2) (78,4) (80,1) (88,1) (5,2) (87,4) (23,1) (8,5) (76,4) (77,2) (50,1) (24,1) (98,5) (15,3) (21,4) (59,4)
|
||||||
|
(27,5) (81,2) (22,5) (41,4) (4,4) (40,5) (68,4) (1,4) (84,3) (48,3) (13,4) (98,4) (23,2) (87,3) (25,5) (10,2) (9,1) (96,4) (75,5) (69,5) (91,4) (15,4) (97,1) (78,4) (73,3) (36,5) (77,5) (61,1) (71,2) (45,3) (8,1) (89,4) (20,4) (7,3) (52,3) (54,2) (82,3) (30,1) (33,4) (51,4) (42,5)
|
||||||
|
(74,5) (33,3) (72,3) (7,4) (26,3) (36,2) (32,4) (97,3) (94,5) (40,4) (89,4) (38,2) (58,3) (81,2) (15,4) (91,3) (54,3) (73,1) (47,2) (66,2) (98,4) (57,4) (48,4) (37,2) (30,4) (22,5) (67,5) (95,2) (85,1) (14,3) (61,1) (92,4) (60,3) (17,4) (86,5) (68,4) (24,3) (31,3) (34,4) (9,3) (41,3) (39,2) (87,3) (90,5) (1,5) (25,2) (45,3) (29,1) (5,4) (82,1) (99,4) (42,4) (80,4)
|
||||||
|
(46,5) (17,2) (82,5) (35,2) (73,4) (38,4) (31,4) (51,1) (25,4) (29,3) (33,4) (70,4) (57,2) (36,3) (89,2) (74,1) (79,1) (40,2) (78,4) (86,5) (52,4) (77,3) (48,5) (0,1) (43,5) (99,5) (22,2) (66,4) (13,3) (67,4) (18,5) (30,1) (11,1) (91,4) (23,1) (37,1) (53,4) (54,4) (7,1) (93,1) (64,5) (14,5) (97,4) (27,5)
|
||||||
|
(65,4) (60,1) (87,2) (1,4) (64,4) (42,4) (96,5) (18,4) (30,4) (37,2) (84,5) (79,4) (36,4) (41,4) (14,4) (43,4) (56,3) (73,5) (27,5) (70,4) (61,1) (25,1) (7,4) (98,5) (80,1) (26,5) (12,1) (4,3) (31,2) (55,5) (91,3) (11,2) (19,5) (92,4) (0,5) (23,5) (76,5) (21,3) (99,4) (86,2) (34,5) (97,4) (32,4) (58,3) (16,4) (69,5) (2,3) (17,4) (3,1) (88,4) (9,2) (68,3) (89,4) (75,2) (93,2) (90,4) (72,4) (74,4) (38,1) (10,3)
|
||||||
|
(15,1) (34,4) (6,4) (85,4) (93,4) (58,2) (76,2) (59,4) (41,5) (94,4) (28,4) (27,4) (65,5) (30,4) (84,3) (72,2) (53,5) (12,2) (5,1) (17,1) (75,1) (98,2) (4,4) (18,3) (42,2) (16,3) (77,3) (87,1) (2,4) (55,4) (31,4) (33,2) (88,3) (89,5) (73,5) (82,4) (32,5) (51,1) (10,1) (39,5) (26,4) (9,2) (68,4) (95,2) (36,2) (67,3) (8,4) (13,4) (47,1) (49,4) (21,4) (54,1) (14,3) (35,5) (19,3)
|
||||||
|
(56,3) (64,5) (31,4) (82,3) (96,3) (37,5) (26,4) (45,3) (93,4) (80,1) (95,4) (89,3) (92,5) (29,4) (9,4) (73,4) (60,2) (40,5) (51,2) (39,5) (88,4) (63,3) (66,3) (34,4) (81,4) (42,1) (86,4) (71,4) (58,4)
|
||||||
|
(63,4) (10,1) (90,4) (65,4) (56,4) (68,4) (77,3) (0,5) (47,1) (22,4) (96,1) (50,4) (45,3) (23,5) (24,1) (32,4) (61,5) (64,4) (82,4) (55,4) (16,2) (43,5) (87,4) (73,3) (54,3) (83,5) (13,1) (25,4) (51,3) (40,2) (42,4) (97,2) (46,2) (39,1) (1,1) (92,3) (17,5) (12,4) (59,1) (76,4) (21,4) (66,5) (5,1) (4,5) (41,3) (89,3) (2,3) (94,4) (74,2) (28,3) (30,4) (98,1) (44,2)
|
||||||
|
(97,5) (60,3) (59,2) (30,1) (65,4) (25,3) (4,2) (21,4) (81,3) (76,4) (79,3) (37,5) (55,4) (42,1) (46,3) (11,4) (69,4) (70,3) (48,2) (94,5) (40,4) (51,1) (80,3) (77,4) (61,4) (82,4) (36,4) (38,1) (49,5) (29,2) (0,2) (35,1) (64,2) (15,2) (16,4) (45,2) (13,4) (7,1) (27,4) (84,1) (12,2) (72,4) (92,4) (57,3) (53,2) (98,3) (39,1) (9,5) (17,4) (75,1) (71,3) (85,3) (96,4) (54,5) (90,3) (95,4) (93,4)
|
||||||
|
(33,4) (39,4) (92,5) (10,3) (26,3) (57,2) (56,3) (24,2) (28,4) (4,4) (7,4) (44,3) (17,4) (77,4) (52,1) (97,3) (40,2) (67,5) (1,5) (84,1) (13,1) (8,2) (68,4) (83,4) (69,4) (86,5) (50,1) (58,4) (98,4) (27,3) (38,3) (74,3) (16,4) (73,1) (75,1) (87,1) (90,2) (70,1) (42,4)
|
||||||
|
(11,1) (86,5) (83,4) (82,5) (24,1) (40,2) (97,4) (37,3) (57,3) (5,3) (12,2) (70,5) (73,1) (41,3) (85,3) (99,2) (90,1) (54,5)
|
||||||
|
(8,4) (29,4) (43,4) (83,5) (17,1) (31,4) (11,1) (13,1) (99,3) (77,4) (57,1) (14,4) (80,2) (39,5) (47,4) (46,2) (56,5) (67,3) (48,4) (60,4) (90,4) (89,2) (40,1) (79,5) (71,1) (41,4) (4,2) (54,2) (74,5) (24,4) (12,4) (82,4) (59,4) (55,2) (22,5) (34,5) (27,5) (87,4) (42,4) (73,1) (76,3) (52,4) (72,1) (86,2) (93,4) (63,2) (75,4) (64,5) (7,5) (25,2) (9,3) (45,2) (32,2) (62,5) (0,2) (16,4) (88,1) (53,1)
|
||||||
|
(31,4) (22,4) (53,4) (61,1) (73,5) (60,4) (94,1) (30,1) (29,5) (11,2) (88,1) (74,4) (52,4) (38,4) (54,1) (43,2)
|
||||||
|
(29,4) (50,5) (18,2) (31,4) (95,2) (80,4) (36,5) (76,1) (81,4) (30,1) (26,1) (79,4) (39,1) (99,3) (87,4) (67,1) (46,3) (12,3) (75,2) (15,4) (45,3) (82,2) (94,5) (78,1) (41,1) (51,1) (72,4) (19,3) (32,3) (6,2) (7,3) (10,3) (60,1) (23,4) (56,4) (86,1) (47,4) (4,4) (53,2) (24,5) (62,2) (54,5) (49,2) (9,4) (70,4) (65,4) (8,5) (84,2) (48,5) (33,3) (3,1) (59,3) (44,3) (14,2) (2,4) (11,2) (58,4) (16,5) (68,4) (34,4) (27,4)
|
||||||
|
(31,4) (42,4) (89,4) (32,4) (66,5) (99,1) (65,2) (77,1) (61,5) (11,4) (55,1) (4,5) (21,4) (92,3) (29,2) (17,1) (76,3) (90,4) (95,2) (56,3) (52,2) (0,4) (58,3) (47,2) (81,1) (69,4) (40,4) (63,5) (20,2) (19,2) (6,4) (48,4) (71,1) (75,3) (62,2) (34,5) (73,3) (79,4) (68,1) (23,4) (43,1) (3,3) (94,1) (22,4) (15,4) (80,5) (45,4) (9,5) (67,4)
|
||||||
|
(78,5) (46,4) (39,1) (23,4) (29,5) (87,3) (18,4) (19,4) (84,5) (4,4) (34,3) (52,4) (59,2) (99,3) (24,4) (32,4) (71,1) (72,2) (73,5) (91,4) (12,2) (22,1) (58,4) (94,3) (74,5) (50,1) (97,2) (42,3) (0,4) (49,5) (96,3) (35,1) (77,2) (41,1) (89,3) (30,2) (81,1) (76,3) (68,5) (43,2) (70,2) (95,2) (44,1) (55,2) (86,5)
|
||||||
|
(74,4) (24,5) (61,2) (58,1) (22,3) (45,4) (48,3) (99,4) (67,4) (5,4) (60,2) (36,4) (32,3) (75,3) (30,1) (34,1) (3,4) (29,4) (85,3) (31,1) (6,5) (87,2) (41,3) (1,5) (43,4) (12,4) (26,5) (76,5) (51,5) (39,4) (91,2) (20,3) (71,1) (8,4) (97,4) (84,4) (80,3) (81,1) (17,2) (23,4) (49,2) (66,4) (2,4) (93,2) (70,1) (65,4) (78,2) (96,4) (47,2) (62,3) (88,4) (11,4) (9,4) (57,5) (18,1) (83,5) (98,1) (15,2) (25,4)
|
||||||
|
(82,2) (67,1) (40,3) (63,5) (33,5) (21,4) (31,1) (93,1) (32,4) (12,1) (73,3) (84,3) (34,2) (28,5) (86,4) (74,4) (99,3) (98,5) (8,4) (68,2) (11,2) (78,4) (77,4) (61,4) (48,4) (10,4) (70,5) (92,3) (66,5) (17,5) (88,2) (89,3) (51,5) (72,1) (2,5) (69,3) (46,4) (53,3) (95,3)
|
||||||
|
(11,3) (39,4) (2,2) (87,1) (84,2) (90,5) (49,5) (96,5) (24,5) (41,5) (74,3) (67,1) (94,4) (60,4) (71,3) (78,5) (14,4) (75,1) (29,3) (18,4) (5,4) (22,4) (92,5) (25,2) (99,5) (69,1) (95,1) (34,4) (65,3) (54,3) (12,4) (28,4) (17,2) (51,3) (73,3) (82,3) (80,1) (32,1) (38,4) (66,4) (64,2) (76,2) (30,2) (1,2) (93,1) (26,3) (58,5) (44,2) (0,5) (72,5) (9,1) (4,4) (57,5) (15,4) (27,5)
|
||||||
|
(90,2) (59,4) (97,4) (92,3) (98,5) (20,3) (45,4) (43,1) (63,2) (18,5) (42,3) (62,5) (86,2) (83,4) (35,3) (75,4) (61,4) (12,1) (22,5) (95,2) (39,1) (2,2) (17,4) (32,4) (46,4) (67,4) (93,4) (56,4) (23,2) (36,5) (87,4) (30,3) (25,5) (74,3) (55,5) (80,5) (96,1) (19,2) (11,5) (65,5) (40,3) (3,4) (77,4) (41,5) (54,1) (10,4) (84,1) (27,4) (64,4) (44,4) (88,4) (34,2) (21,3) (60,1) (9,3)
|
||||||
|
(60,3) (65,4) (52,3) (86,3) (61,1) (59,4) (5,1) (78,4) (96,5) (45,3) (93,4) (37,5) (1,4) (71,3) (44,4) (2,1) (67,5) (19,3) (40,4) (81,5) (95,3) (91,5) (9,3) (0,2) (30,2) (68,1) (63,3) (46,4) (16,4) (21,1) (20,3) (11,4) (82,4) (12,3) (55,1) (92,4) (54,4) (77,4) (66,4) (57,2) (8,3) (80,4) (69,2) (85,5) (56,5) (75,2) (64,3) (90,1) (94,2) (25,4) (22,4) (41,2) (38,5) (51,4) (88,4) (62,3)
|
||||||
|
(31,1) (73,1) (33,3) (61,4) (93,5) (74,3) (28,2) (11,4) (13,4) (97,5) (69,4) (88,2) (9,1) (75,4) (99,3) (22,4) (68,3) (82,2) (56,4) (23,2) (63,2) (46,4) (59,1) (65,4) (49,3) (18,3) (62,4) (2,2) (92,3) (1,5)
|
||||||
|
(67,4) (20,5) (48,4) (57,3) (65,5) (52,4) (19,2) (10,2) (14,5) (22,2) (72,5) (21,1) (87,4) (42,5) (27,5) (71,5) (32,2) (70,1) (31,5) (80,5) (41,2) (76,4) (98,4) (39,3) (61,3) (73,1) (34,4) (4,1)
|
||||||
|
(6,1) (18,5) (90,4) (60,4) (27,4) (64,4) (48,2) (31,2) (5,4) (68,1) (94,3)
|
||||||
|
(32,4) (71,3) (41,4) (16,5) (51,4) (56,2) (58,1) (86,2) (50,3) (78,2) (25,4) (29,4) (63,4) (97,2)
|
||||||
|
(15,5) (7,4) (89,1) (38,1) (72,5) (88,5) (25,5) (4,5) (33,5) (44,4) (21,4) (65,4) (73,4) (32,2) (23,3) (75,4) (55,1) (42,3) (3,4) (17,5) (28,2) (31,4) (10,2) (97,5) (43,2) (16,2) (39,5) (49,4) (71,2) (26,2) (13,3) (45,2) (40,4) (6,2) (37,2) (85,3) (92,4) (41,1) (61,4) (59,3) (60,3) (47,3) (30,1) (76,4) (52,2) (99,4) (84,3) (1,5) (8,2) (63,1) (18,5) (62,3) (95,4)
|
||||||
|
(1,4) (49,5) (22,1) (12,2) (72,5) (98,5) (50,3) (8,2) (79,4) (35,2) (61,4) (67,5) (42,4) (80,2) (65,5) (11,3) (47,1) (21,1) (95,5) (59,2) (27,1) (29,3) (6,5) (57,4) (9,4) (76,3) (77,1) (17,4) (28,1) (40,4) (94,5) (96,1) (31,3) (48,5) (83,1) (30,2) (24,5) (62,2) (16,2) (88,4) (99,2) (89,1) (85,2) (56,4) (84,2) (93,4) (70,3) (73,1) (71,4) (92,2) (7,4) (81,1) (3,1)
|
||||||
|
(44,1) (42,1) (94,4) (50,4) (54,3) (45,5) (5,4) (2,5) (11,4) (67,4)
|
||||||
|
(93,4) (22,2) (72,4) (26,4) (94,4) (38,3)
|
||||||
|
(55,2) (88,1) (94,1) (8,4) (98,1) (20,3) (71,4) (67,4) (35,1) (37,3) (27,3) (64,3) (54,4) (3,4) (70,3) (82,4) (6,4) (81,4) (65,5) (22,2) (18,2) (45,5) (13,5) (93,2) (47,2) (29,1) (28,2) (24,3) (41,3) (89,2) (4,4) (5,3) (59,4) (57,4) (95,2) (75,1) (14,5) (97,4) (96,3) (31,4) (43,1) (90,3) (99,2) (32,5) (26,5) (85,4)
|
||||||
|
(76,4) (98,3) (93,1) (5,4) (88,2) (4,3) (61,4) (23,2) (14,4) (62,2) (56,2) (16,4) (49,2) (38,4) (0,3) (48,5) (42,4) (67,1) (45,4) (24,1) (6,4) (8,4) (22,4)
|
||||||
|
(79,4) (94,4) (42,2) (20,5) (22,2) (49,4) (63,5) (72,4) (85,5) (4,4) (90,4) (25,1) (28,3) (10,1) (66,3) (5,2) (47,3) (37,4) (55,4) (16,4) (12,3) (34,4) (24,4) (57,4) (70,5) (48,4) (29,4) (11,2) (97,4) (83,2) (26,5) (38,4) (15,5) (23,1) (1,1) (78,1) (39,5) (40,4) (69,4) (8,4) (82,4) (77,4) (3,5) (46,2) (91,2) (14,3) (71,1) (80,2) (43,4) (81,2) (36,5) (44,1) (59,4) (74,2) (61,2)
|
||||||
|
(38,4) (58,4) (50,3) (88,4) (40,1) (36,5) (16,2) (21,4) (1,5) (37,4) (65,4) (4,4) (8,4) (12,3)
|
||||||
|
(61,3) (10,1) (40,3) (11,4) (55,4) (60,5) (76,1) (83,4) (82,1) (29,1) (0,4) (75,2) (94,4) (1,4) (32,2) (34,3) (28,4) (51,4) (17,4) (86,5) (62,1) (12,3) (58,3) (39,3) (57,2) (50,1) (67,4) (2,1) (81,3) (74,4) (48,2) (44,1) (13,1) (43,5) (18,1) (21,1) (3,3) (6,4) (69,3) (23,4) (96,2) (27,5) (89,2) (5,5) (98,2) (85,5) (37,4) (80,1) (47,4) (77,2) (95,3) (49,1) (20,2) (93,2)
|
||||||
|
(88,4) (39,5) (95,1) (35,2) (68,5) (78,3) (99,1) (45,4) (42,3) (37,4) (58,5) (30,4) (22,3) (14,1) (0,4) (75,5) (15,3) (92,4) (43,5) (63,4) (60,5) (83,1) (3,3) (67,4) (52,4) (57,2) (47,4) (28,4) (20,3) (79,3) (13,1) (25,5) (77,4) (59,2) (40,2)
|
||||||
|
(88,2) (84,5) (80,5) (78,1) (47,2) (60,1) (73,4) (15,2) (39,3) (63,2)
|
||||||
|
(90,5) (70,2) (79,1) (63,5) (87,3) (1,2) (25,2) (78,5) (20,2) (99,2) (75,3) (91,4) (89,5) (14,5) (0,5) (85,5) (65,4) (29,4) (18,3) (19,4) (41,4) (27,5) (34,4) (61,1) (88,3) (68,3) (45,1)
|
||||||
|
(25,4) (83,3) (81,4) (60,3) (75,4) (44,2) (49,1) (46,3) (0,4) (73,3) (48,2) (35,1) (95,3) (99,4) (65,5) (27,5) (86,4) (94,2) (43,4) (37,1) (85,5) (57,5) (90,1) (82,4) (19,1) (18,2) (20,1) (47,5) (71,4) (91,3) (22,3) (10,4) (58,1) (15,4) (62,4) (24,2) (7,4) (13,5) (69,4) (51,3) (16,3) (72,4) (29,4) (2,2) (12,2) (32,5) (87,4) (79,1) (78,5) (33,4) (55,3) (45,4) (39,3) (76,3) (1,3) (36,4) (17,3) (4,4) (68,5) (92,3) (9,4) (54,5) (96,4)
|
||||||
|
(4,4) (61,4) (0,4) (95,4) (59,2) (9,4) (34,5) (42,1) (85,4) (45,4) (6,1) (54,4) (68,5) (19,3) (1,4) (10,3) (71,3) (78,1) (73,1) (57,3) (3,2) (93,5) (75,5) (44,5) (91,4) (81,2) (69,4) (66,3) (46,2) (80,4) (90,1) (53,4) (74,2) (7,3) (88,4) (29,5) (43,1) (35,5) (72,2) (50,1) (92,1) (28,4) (31,4) (86,4) (13,1) (48,3) (87,5) (16,5) (55,1) (17,5) (30,4) (56,3) (2,3) (26,4) (51,2) (33,3) (23,3)
|
||||||
|
(94,5) (42,1) (61,4) (88,5) (0,5) (95,4) (38,4) (23,1) (59,5) (24,2) (2,4) (12,2) (55,4) (71,1) (14,3) (16,1) (77,4) (78,4) (27,4) (44,5) (15,3) (19,2) (48,2) (4,4) (80,5) (74,4) (45,4) (96,1) (68,3) (67,4) (89,4) (37,5) (21,4) (33,4) (25,4) (63,1) (93,1) (41,5) (73,5) (13,3) (1,4) (47,4)
|
||||||
|
(34,1) (66,4) (13,1) (97,4) (89,4) (5,1) (95,3) (69,2) (37,2) (20,2) (67,5) (32,4) (22,2) (59,3) (91,4) (50,2) (45,1) (79,2) (55,1) (1,1) (83,3) (31,1)
|
||||||
|
(97,2) (40,4) (38,2)
|
||||||
|
(26,2) (20,5) (46,4) (43,4) (28,5) (61,5) (3,4) (51,2) (44,2) (85,4) (19,5) (72,3) (83,3) (7,3) (50,2) (11,5) (76,4) (95,2) (16,1) (96,2) (15,5) (49,4) (45,5) (39,4) (4,4) (64,1) (66,2) (14,4)
|
||||||
|
(91,1) (77,5) (1,3) (16,5) (31,4) (7,4) (24,1) (86,3) (88,3)
|
||||||
|
(40,1) (71,2) (26,1) (13,5) (24,4) (12,2) (93,3) (41,4) (60,1) (57,4) (7,5) (22,4) (35,3) (92,4) (96,5) (53,5) (28,4) (0,2) (99,3) (73,3) (79,4) (20,5) (83,4) (82,4) (89,3) (86,3) (8,3) (6,5) (77,2) (75,3) (91,2) (4,4) (25,4) (37,5) (56,4) (32,2) (78,1) (98,3) (33,1) (67,3) (66,2) (63,5) (36,4) (48,4) (51,4) (16,1) (5,1) (34,2) (49,3) (9,1) (84,5) (27,5) (90,5) (85,3) (95,3) (52,4) (10,1) (23,5) (39,1) (88,5)
|
||||||
|
(67,2) (84,5) (72,2) (27,4) (95,1) (58,4) (36,2) (99,4) (70,2) (89,2) (15,4) (61,5) (42,4) (55,2) (28,5) (63,2) (52,2) (87,2) (34,2) (47,4) (82,4) (5,2) (22,5) (37,4) (20,2) (90,1) (38,5) (12,3) (21,5)
|
||||||
|
(48,2) (13,4) (92,2) (86,3) (37,4) (90,3) (98,1) (78,4) (4,4) (52,5) (15,5) (75,4) (95,3) (9,1) (88,3) (29,4) (49,3) (14,1) (89,5) (21,4) (45,5) (44,4) (5,1) (39,5) (77,4) (46,1) (70,1) (87,1) (42,2) (82,5) (79,4) (19,4) (71,5) (43,5) (18,4) (6,3) (38,3) (7,3) (69,1) (61,1) (57,3) (91,4) (33,4) (31,5) (50,3) (20,3) (83,3)
|
||||||
|
(9,3) (37,3) (51,4) (77,4) (65,5) (94,4) (82,2) (28,3) (39,1) (3,3) (93,3) (17,4) (55,4) (13,5) (70,3) (27,2) (91,1) (5,3) (36,4) (30,1) (60,1) (31,3) (26,5) (29,4) (25,1) (62,2) (7,4) (99,1) (38,1) (61,4) (64,5) (50,4) (15,4) (92,4) (45,1) (0,3) (12,2) (11,1) (52,4) (59,5) (4,3) (43,4) (8,1) (48,2) (49,4) (75,4) (67,4)
|
||||||
|
(34,1) (22,4) (9,5) (55,5) (67,5) (3,2) (4,1) (43,5) (96,4) (79,1) (32,5) (30,1) (69,1) (73,3) (58,3) (6,3) (5,4) (12,4) (99,4) (50,5) (88,4) (24,1) (74,4) (20,3) (75,2) (53,2) (89,3) (18,5) (83,3) (35,1) (29,3) (38,3) (21,3) (0,1) (2,1)
|
||||||
|
(32,1) (68,3) (72,2) (42,1) (69,2) (55,4) (95,1) (15,3) (74,2) (26,4) (11,5) (73,5) (58,1) (23,5) (43,5) (87,3) (89,3) (49,1) (91,1) (24,5) (34,1) (67,4) (79,5) (13,1) (29,2) (41,4) (12,2) (33,1) (0,3) (7,4) (40,1) (45,4) (38,4) (54,3) (93,2) (36,4) (18,4) (53,4) (63,1) (88,4) (39,4) (8,4)
|
||||||
|
(42,2) (19,4) (18,4) (73,4) (40,4) (67,4) (92,4)
|
||||||
|
(62,4) (92,4) (84,3) (65,4) (95,4) (63,2) (72,3) (75,4) (21,2) (70,4) (88,3) (4,3) (10,4) (43,1) (66,1) (33,3) (17,4) (86,3) (26,2) (77,4) (91,1) (64,2) (14,3) (55,4) (87,1) (81,3) (67,4) (6,3) (68,2) (42,1) (3,4) (74,1) (83,3) (50,5) (23,4) (36,3) (57,2) (35,1) (0,5) (73,3) (96,2) (69,4) (22,2) (39,2) (98,2) (78,2) (53,5) (16,3) (51,4) (52,2) (71,1) (46,5) (15,1) (41,3) (54,1)
|
||||||
|
(29,3) (93,1) (91,4) (77,3) (53,4) (61,1) (76,2) (52,5) (20,2) (68,3) (31,4) (24,2) (92,5) (18,2) (6,5) (94,2) (23,5) (85,1) (45,1) (81,4) (87,5) (97,2) (50,5) (25,1) (64,5) (15,3) (38,4) (42,2) (43,2) (9,3) (34,2) (72,3) (26,4) (33,2) (22,4) (84,4) (65,4) (62,3) (69,5) (36,1) (56,4) (30,3) (95,4) (58,4) (71,4) (73,5) (82,1) (99,4) (83,4) (21,2) (3,3) (48,4) (12,3) (49,3) (51,5) (7,4) (35,1) (55,4) (37,4) (88,4) (54,5)
|
||||||
|
(59,2) (68,3)
|
||||||
|
(6,1) (16,2) (72,3) (32,4) (80,2)
|
||||||
|
(75,5) (33,1) (3,5) (9,4) (68,2) (88,1) (37,4) (14,3) (92,2) (15,1) (12,1) (19,3) (65,5) (44,3) (23,3) (7,4) (84,2) (98,5) (31,4) (35,4) (28,3) (48,3) (99,4) (85,4) (74,2) (59,1) (29,5) (26,2) (10,3) (21,3) (61,4) (34,1) (82,1) (42,5) (13,3) (24,3) (70,1) (69,2) (90,4)
|
||||||
|
(72,1) (49,3) (83,5) (73,3) (76,5) (59,2) (67,5) (58,4) (44,3) (92,4) (27,1) (89,4) (28,5) (55,3) (30,3) (9,2) (20,1) (29,4) (7,5) (18,1) (87,5) (17,5) (95,4) (66,2) (50,1) (40,5) (35,2) (75,4) (47,4) (31,1) (4,4) (14,3) (51,3) (2,4) (43,4) (63,2) (21,5) (36,2) (8,4) (45,4) (56,4) (10,4) (80,1) (88,4) (79,4) (6,4) (22,5) (60,5) (82,4) (77,4) (96,5) (93,4) (34,5) (91,4) (70,3) (57,5) (81,4) (54,2) (24,4) (99,3)
|
||||||
|
(80,4) (93,1) (53,1) (55,5) (90,3) (98,2) (17,2) (45,1) (44,4) (35,1) (73,4) (25,3) (28,5) (95,1) (9,5) (89,3) (86,1) (58,5) (67,1) (36,4) (57,3) (1,4) (88,5) (5,5) (23,3) (19,4) (96,5) (50,5) (99,1) (56,5) (47,3) (63,1) (70,4) (18,4) (38,4) (29,5) (66,4) (2,5) (46,5) (77,4) (7,4) (64,2) (4,5) (87,4) (21,1) (74,4) (6,2) (97,1) (0,3) (62,3) (27,5) (43,5) (20,3) (60,5) (10,4) (13,4)
|
||||||
|
(71,3) (17,5) (64,3) (49,2) (93,3) (59,2) (69,2) (48,4) (14,2) (38,1) (86,3) (72,3) (99,3) (96,5) (45,4) (60,5) (83,3) (33,1) (16,4) (36,3) (55,4) (21,5) (67,5) (63,1) (84,2) (9,4) (39,4) (12,5)
|
||||||
|
(47,4) (21,4) (18,4) (58,1) (9,4) (75,5) (42,4) (10,5) (83,1) (89,5) (86,4) (11,1) (73,3) (95,1) (87,3) (8,2) (79,5) (71,4) (4,2) (12,3) (84,3) (68,3) (98,4) (33,3) (7,4) (16,3) (31,4) (48,4) (64,1) (23,1) (52,5) (27,4) (54,5) (0,1) (62,4) (46,3) (13,2) (97,4) (80,1) (24,2) (6,1)
|
||||||
|
(48,3) (10,4) (70,2) (67,1) (23,1) (92,5) (21,4) (85,5) (7,4) (88,2) (83,2) (96,3) (15,4) (13,1) (27,4) (54,4) (95,4) (65,1) (41,4) (99,1) (60,3) (17,5) (76,4) (35,4) (37,5) (62,4) (16,5) (32,3) (34,5) (73,5) (26,3) (20,5) (14,3) (98,1) (78,3) (59,4) (81,5) (52,2) (42,4) (91,2)
|
||||||
|
(28,1) (3,1) (66,1) (32,5) (17,4) (48,4)
|
||||||
|
(59,1) (60,1) (85,3) (97,4) (31,5) (17,1) (40,3) (46,4) (33,3) (50,4) (56,1) (52,4) (30,5) (13,4) (49,1) (0,1)
|
||||||
|
(2,4) (49,5) (38,1) (10,2) (56,1) (95,4) (90,5) (41,5) (22,4) (96,4) (3,1) (39,5)
|
||||||
|
(25,3) (91,2) (96,2) (57,5) (0,4) (4,4) (68,4) (90,3) (36,4) (20,4) (41,4) (80,4) (32,2) (82,1) (77,4) (70,4) (10,4) (58,4) (63,3) (33,5) (37,4) (61,4) (87,4) (8,4) (89,1) (24,1) (15,4) (6,4) (94,2) (47,3) (48,2) (9,5) (92,2) (99,4) (49,3) (3,3) (65,3) (23,5) (88,2) (81,3) (28,4) (85,2) (62,1) (71,4) (7,4) (43,2) (17,4) (84,1) (93,4) (79,4) (72,4) (5,4) (55,4)
|
||||||
|
(86,2) (42,1) (0,5) (60,1) (19,2) (36,3) (44,4) (82,5) (8,2) (2,5) (93,5) (10,3) (95,1) (61,1) (13,5) (88,3) (75,1) (65,4) (17,1) (25,4) (91,5) (81,3) (49,3) (96,5) (51,5) (31,2) (35,2) (29,1) (40,5) (80,1) (71,5) (67,2) (37,4) (14,2) (21,2) (54,5) (3,5) (68,2) (92,1) (5,2) (9,1) (30,4) (53,5) (50,4) (26,1) (7,4) (46,5)
|
||||||
|
(94,3) (20,5) (71,5) (80,4) (7,4) (6,1) (0,4) (95,5) (13,5) (43,3) (10,5) (41,4) (1,5) (74,5) (35,4) (69,1)
|
||||||
|
(46,4) (45,3) (18,5) (21,3) (25,1) (34,1) (48,4) (49,4) (4,5) (16,5) (11,3) (55,3) (70,4) (90,3) (3,4) (7,5) (17,2) (20,1) (1,3) (10,5) (72,4) (30,2) (9,5) (99,5) (82,4) (58,4) (28,3) (87,4) (63,3) (26,4) (33,1) (2,1) (35,1) (85,4) (23,4) (97,3) (24,5)
|
||||||
|
(78,2) (71,3) (67,4) (58,3) (66,3) (77,1) (38,5) (92,1) (83,4) (79,4) (59,4)
|
||||||
|
(31,2) (4,2) (99,4) (37,5) (44,2) (33,3) (20,4) (8,2) (27,2) (40,3) (95,5) (81,2) (55,3) (3,1) (74,4) (94,4) (96,4) (59,4) (12,3) (17,4) (75,3) (35,2) (64,4) (21,4) (15,4) (10,2) (66,4) (11,4) (14,5) (48,4) (9,4) (68,4) (23,4) (38,2) (2,4) (18,4) (52,2) (16,3) (78,5) (54,5) (71,4) (60,2) (22,2) (58,1)
|
||||||
|
(33,3) (0,5) (53,5) (40,4) (78,4) (63,1) (67,4) (36,4) (21,4) (61,1) (8,4) (34,3) (59,3) (2,5) (96,2) (25,1) (84,2) (1,1) (50,5) (20,1) (89,1) (3,4) (91,3) (70,4) (98,5) (42,4) (38,5) (86,1) (65,2) (94,4) (48,3) (15,3) (22,4) (17,2) (46,3) (83,1) (45,3) (6,5) (69,3) (77,5) (11,1) (18,3) (32,4) (73,4) (79,3)
|
||||||
|
(75,2) (47,5) (15,5) (7,3) (18,5) (13,4) (61,2) (94,2) (66,1) (65,5) (16,2) (10,5) (87,1) (37,4)
|
||||||
|
(39,3) (75,3) (7,3) (3,1) (10,4) (74,1) (30,4) (69,2) (47,4) (62,2) (90,2) (35,1)
|
||||||
|
(28,5) (19,4) (88,2) (38,1) (3,4) (87,5) (49,5) (29,2) (52,3) (23,1) (84,1) (34,3) (12,4) (30,4) (47,4) (93,4) (73,4) (53,1) (41,1) (51,3) (16,4) (45,2) (55,4) (39,4) (60,3) (68,4) (20,5) (36,3) (98,3) (56,2) (70,4) (92,5) (43,4) (67,3) (95,3) (57,1) (25,1) (50,4) (79,4) (40,2) (9,5) (58,4) (99,1) (90,4) (24,4) (15,5) (75,1) (11,3) (22,3) (65,4) (17,5)
|
||||||
|
(51,1) (17,5) (31,5) (87,5) (12,1) (62,4) (1,4) (42,4) (41,4) (49,5) (93,3) (39,1) (77,2) (46,1) (40,5) (57,4) (43,4) (96,2) (25,5) (52,2) (23,2) (91,3) (2,4) (38,1) (53,4) (94,2) (98,2) (61,4) (56,2) (82,4) (33,2) (13,4) (78,3) (68,2) (72,3) (80,5) (95,4) (86,1) (34,5) (99,1) (58,5) (75,3) (10,4) (3,4)
|
||||||
|
(53,3) (46,3) (4,4) (40,4) (20,4) (21,4) (32,4) (74,3) (61,4) (25,2) (79,4) (56,4) (16,1) (81,5) (37,5) (36,4) (17,5) (57,2) (18,2) (31,4) (15,4) (11,4) (94,2) (58,2) (3,5) (60,3) (93,4) (26,3)
|
||||||
|
(87,4) (66,1) (67,2) (40,5) (84,1) (15,2) (27,4) (82,1) (3,2) (75,1) (78,5) (71,2) (37,5) (18,2)
|
||||||
|
(33,3) (35,4) (8,5) (44,3) (57,4) (27,1) (80,1) (31,2) (37,4) (88,3) (18,3) (10,5) (77,4) (74,5) (20,2) (39,4) (16,1) (64,5) (36,2) (24,5) (49,4) (78,5) (25,3) (2,5) (50,3) (85,4) (41,5) (76,5) (34,1) (22,3) (58,5) (63,4) (81,5) (40,3) (90,3) (84,4) (79,4) (82,2) (28,3) (1,5) (66,1) (91,3) (32,4) (42,5) (23,4) (9,4) (53,3) (67,4)
|
||||||
|
(60,4) (40,2) (6,2) (2,2) (80,4) (67,1) (99,2) (47,5) (48,3) (23,3) (53,4) (69,2) (78,3) (36,4) (34,2) (56,2) (43,1) (58,4) (63,4) (38,5) (77,5) (31,5) (96,4) (19,4) (3,2) (76,2) (18,5) (49,2) (83,3) (21,4) (39,4) (82,4) (27,4) (1,4) (33,3) (28,4) (85,2) (44,5) (75,1) (11,1) (46,3) (16,1) (57,5) (29,4) (65,4) (54,4) (35,1) (51,2) (9,2) (8,1) (17,3) (12,4) (30,4) (45,5) (61,5) (50,4) (81,2) (88,4) (22,2) (91,2) (25,4) (71,2) (92,3)
|
||||||
|
(36,2) (66,1) (97,2) (12,5) (96,5) (22,1) (68,2) (25,1) (98,2) (78,2) (43,5) (39,4) (49,3) (59,4) (72,2) (24,2) (87,2) (71,5) (67,3) (46,4) (30,1) (57,1) (77,3) (93,3) (42,4)
|
||||||
|
(5,4) (51,5) (81,4) (52,4) (49,3) (20,1) (90,2) (70,2) (12,1) (79,3) (80,2) (50,5) (29,4) (37,4) (32,4) (93,5) (58,1) (83,2) (24,3) (73,5) (98,1) (15,5) (75,3) (71,2) (85,2) (35,1) (74,5) (89,1) (69,4) (96,3) (31,3) (19,5) (18,5) (63,2) (30,1) (59,1) (66,5) (11,4) (38,4) (1,1) (61,4) (17,5) (8,2) (82,2) (14,4) (46,3) (56,2) (33,5) (99,1) (26,4) (88,3) (54,4) (23,4) (68,2) (34,1) (36,2) (44,4) (0,4) (4,5) (40,3)
|
||||||
|
(30,4) (90,1) (93,4) (77,3) (72,3) (83,1) (71,5) (16,3) (23,2) (15,4) (68,5) (20,4) (10,4) (97,3) (61,1) (84,2) (74,3) (62,5) (42,3) (25,4) (41,1) (47,1) (21,2) (80,5) (14,1) (81,4)
|
||||||
|
(33,4) (84,3) (90,1) (29,5) (63,3) (17,5) (70,2) (51,5) (46,4) (54,3) (48,2) (66,5) (86,4) (56,3) (67,4) (41,3) (4,5) (88,1) (37,3) (2,4) (28,2) (95,4) (7,1) (73,5) (32,4) (83,5) (26,4) (23,5) (55,4) (96,1) (58,3) (77,5) (45,2) (16,3) (65,4) (85,1) (50,3) (98,5) (24,5) (3,1) (13,5) (71,2) (61,5) (52,2) (74,2) (30,4) (25,1) (47,3) (97,5) (57,3) (68,4) (81,2) (82,2)
|
||||||
|
(55,1) (64,5) (70,4) (35,2) (99,2) (43,3) (20,3) (81,3) (91,1) (16,4) (97,4) (89,2) (18,1) (28,2) (34,2) (0,1) (83,3) (11,5) (86,1) (77,2) (49,4) (67,5) (30,4) (36,4) (78,4) (17,5) (1,1) (72,3) (58,3) (96,4) (19,3) (66,1) (26,2) (21,2) (2,3) (53,4) (9,4) (10,4) (98,2) (80,1) (90,1) (38,1) (15,3) (8,5) (46,4) (39,4) (71,5) (29,4) (47,5) (95,4) (3,1) (61,3) (25,2) (7,2) (22,4) (62,3) (88,5) (57,5) (27,4) (76,2) (51,4) (45,1)
|
||||||
|
(79,5) (73,3) (26,4) (6,4) (51,5) (96,2) (99,1) (97,4) (98,1) (64,5) (81,4) (77,3) (53,4) (56,1) (12,1) (39,4) (16,4) (86,4) (27,3) (31,1) (30,2) (55,2) (22,4) (42,5) (85,5) (63,1) (35,1) (8,2) (69,4) (7,2) (2,2) (91,3) (17,4) (65,3) (9,2) (11,2) (34,4) (80,4) (76,5) (44,1) (82,4) (41,5) (84,1) (19,2) (37,4)
|
||||||
|
(71,4) (23,1) (93,5) (62,1) (28,4) (47,4) (4,3) (19,4) (66,4) (94,5) (25,4) (98,4) (32,4) (99,5) (95,2) (46,5) (20,3) (44,4) (7,2) (21,2) (54,4) (55,5) (2,5) (50,1) (82,4) (84,2) (61,3) (39,2) (74,3) (11,4) (83,3) (90,4) (75,4) (18,5) (43,3) (51,1) (57,5) (9,3) (16,2) (85,1) (22,5) (96,1) (1,3) (45,4) (37,2) (64,5) (0,1) (76,3) (31,3) (88,2) (49,5) (89,5) (87,4) (68,4) (10,4) (63,2) (24,3) (8,4) (12,4) (17,4) (65,5) (60,3) (59,5) (41,2)
|
||||||
|
(52,1) (76,3) (85,1) (71,5) (80,1) (25,4) (96,2) (68,4) (30,5) (44,4) (95,4) (61,2) (98,1) (1,4) (51,1) (28,5) (49,4) (73,4) (59,1) (54,1) (19,2) (23,5) (4,4) (83,5) (78,4) (6,2) (94,5) (72,3) (37,5) (82,1) (60,1) (43,2) (64,4) (70,3) (45,1) (88,5) (67,2) (92,3) (36,4) (33,4) (2,4) (20,1) (18,4)
|
||||||
|
(61,1) (95,3) (33,4) (25,4) (29,1) (83,4) (45,4) (53,4) (8,5) (54,4) (15,2) (16,4) (60,3) (48,4) (3,4) (91,2) (88,3) (66,3) (31,4) (68,3) (70,4) (96,2) (9,4) (7,3) (63,4) (28,5) (50,1) (21,1) (51,2) (76,1) (49,4) (55,4) (82,1) (84,2) (78,3) (39,2) (6,3) (73,5) (97,5) (38,1)
|
||||||
|
(19,2) (65,3) (97,4) (16,3) (48,3) (58,5) (9,4)
|
||||||
|
(76,4) (65,4) (68,1) (69,3) (59,3) (79,4) (84,2) (97,4) (27,5) (47,3) (12,5) (70,3) (40,2) (51,3) (2,5) (52,3) (37,1) (9,2) (4,1) (74,2) (62,5) (26,2) (73,2) (93,3) (18,4) (71,5) (35,1) (10,1) (50,4) (38,2) (88,4) (89,4) (56,3) (82,5) (90,5) (5,1) (30,5) (14,4) (31,4) (19,4) (54,3) (43,3) (7,1) (66,4) (33,4) (60,5) (81,3) (39,5) (8,4) (42,4) (45,4) (41,1) (48,4) (57,3) (95,2) (13,5) (75,4) (3,4) (98,4) (92,4)
|
||||||
|
(70,1) (50,4) (4,4) (5,4) (75,5) (31,3) (37,5) (80,4) (22,4) (41,3) (90,4) (62,2) (79,4) (65,2) (89,4) (69,3) (71,2) (59,3) (73,5) (94,2) (78,5) (24,2) (28,5) (38,5) (0,3) (51,3) (91,3) (93,5) (83,4) (7,4) (43,5) (86,5) (6,4) (19,1) (3,1) (14,2) (52,5) (32,2) (36,5) (42,5) (63,1) (2,5) (10,1) (25,1) (55,2) (57,2) (68,4) (72,4)
|
||||||
|
(9,2) (78,4) (13,2) (1,4) (57,4) (79,1) (11,5) (46,4) (70,4) (25,1) (35,4) (52,4) (82,4) (89,4) (51,1) (33,4) (59,3) (88,2) (91,4) (63,1) (29,5) (45,2) (67,4) (54,4) (6,4) (95,4) (81,4) (84,5) (66,3) (96,1) (93,1) (44,5) (28,4) (41,3) (68,5) (61,4) (15,5) (73,3) (71,4) (40,4) (4,4) (64,4) (12,5) (75,5) (39,3) (60,2) (49,2) (42,3) (85,1) (34,4) (69,5) (27,4)
|
||||||
|
(54,2) (61,5) (81,5) (97,2) (88,3) (25,4) (92,5) (83,3) (18,4) (78,1) (33,4) (12,5) (6,4) (74,4) (28,5) (31,1) (58,5) (70,5) (80,2) (29,2) (53,4) (37,1) (40,2) (27,4) (91,4) (23,3) (47,2) (24,1) (98,4) (26,3) (94,3)
|
||||||
|
(33,5) (88,3) (64,4) (16,1) (57,2) (0,4) (5,1) (98,1) (99,2) (67,4) (56,4) (39,4) (74,1) (68,4) (38,5) (35,5) (52,1) (32,4) (79,3) (3,5) (87,4) (36,2) (66,5) (61,5) (13,5) (42,1) (78,4) (7,3) (37,4) (53,4) (84,5) (50,4)
|
||||||
|
(8,4) (92,4) (49,4) (7,1) (36,3) (43,3) (74,3) (70,4) (45,2) (83,4) (67,5) (94,1) (68,1) (81,3) (17,2) (91,3) (46,1) (61,4) (97,4) (42,1) (85,4) (11,2) (52,1)
|
||||||
|
(80,5) (81,4) (44,2) (89,3) (50,4) (25,5) (13,5) (33,4) (93,4) (77,2) (20,3) (79,3) (90,2) (24,4) (47,5) (42,4) (94,2) (83,5) (11,3) (53,5) (12,4) (6,5) (40,3) (63,3) (22,2) (18,2) (9,4) (36,5) (41,3) (60,4)
|
||||||
|
(89,4) (79,4) (21,4) (3,4) (57,2) (59,1) (2,4) (84,3) (95,4) (28,1) (23,5) (69,5) (83,4) (58,4) (22,5) (63,3) (11,3) (74,5) (86,4) (42,3) (92,4) (80,5) (88,1) (34,4) (17,4) (15,5) (98,2) (46,3) (47,4) (4,4) (50,3) (7,5) (72,1) (5,4) (56,5) (87,5) (75,5) (32,5) (53,5) (76,1) (78,1)
|
||||||
|
(91,5) (85,1) (87,4) (74,3) (92,3)
|
||||||
|
(48,2) (12,3) (81,3) (58,5) (44,4) (97,2) (4,4) (32,5) (41,5) (8,1) (14,4) (30,2) (26,4) (53,2) (86,3) (80,4) (34,5) (19,4) (42,1) (71,1) (94,2) (98,2) (70,3) (38,1) (22,5) (61,2) (87,4) (9,1) (91,5) (25,4) (62,4) (92,1) (84,2) (36,4) (54,4) (10,1) (93,4) (15,2) (11,5) (13,4) (75,2) (29,1) (96,5) (57,4) (65,5) (47,5) (18,1) (76,3) (82,5) (1,4) (64,2) (72,4) (89,3) (63,2) (23,2) (55,5) (90,1) (49,3) (27,1) (52,2)
|
||||||
|
(19,1) (73,2) (34,4) (80,2) (21,5) (2,3) (0,5) (97,4)
|
||||||
|
(39,1) (53,4) (2,1) (55,4) (52,4) (95,5) (86,4) (83,2) (87,3) (79,1) (68,4) (62,4) (27,4) (6,5) (82,4) (13,2) (67,2) (12,3) (43,1) (54,4) (92,5) (81,2) (65,4) (47,3) (49,2) (45,2) (75,1) (5,5) (25,1) (32,2) (98,4) (37,3) (33,2)
|
||||||
|
(77,4) (98,3) (33,5) (9,2) (97,3) (25,3) (14,4) (1,4) (19,3) (11,1) (53,1) (89,4) (34,5) (49,4) (83,4) (90,4) (62,3) (7,4) (93,2) (37,3) (22,4) (60,4)
|
||||||
|
(8,3) (79,3) (28,3) (59,3)
|
||||||
|
(72,2) (1,3) (69,2) (24,1) (88,4) (11,2) (80,2) (89,3) (25,3) (10,5) (73,4) (28,3) (60,1) (84,3) (81,5) (97,5) (49,4) (82,2) (56,4) (85,5) (3,3) (77,5) (61,5) (53,2) (26,3) (57,2) (93,5) (27,5) (54,5) (7,5) (51,3) (33,5) (17,5) (47,4) (67,2) (64,1) (46,5) (44,1) (87,1) (30,4) (86,4) (92,4) (5,3) (9,4) (79,5) (99,4) (29,3) (68,4) (66,3)
|
||||||
|
|
||||||
|
(88,1) (27,4) (58,4) (66,4) (38,4) (45,5) (3,2) (16,4) (57,5) (20,5) (35,4) (1,5) (47,4) (51,1) (8,5) (28,2) (84,1) (60,2) (9,5) (6,3) (22,5) (50,1) (94,4) (30,5) (42,1) (78,5) (90,5) (26,5) (61,4) (33,4) (73,1) (71,4) (83,3) (96,4) (12,5) (14,4) (29,1) (7,1) (77,3) (67,5) (15,5) (62,5) (31,1) (18,2) (17,5) (89,5) (39,4) (87,4) (54,1) (56,4) (92,3) (46,5) (36,4)
|
||||||
|
(32,2) (46,5) (16,1) (74,3) (82,1) (60,4) (87,5) (4,2) (48,2) (83,5) (36,2)
|
||||||
|
(76,3) (0,1) (97,5) (81,1) (13,4) (89,5) (63,4) (45,1) (47,4) (44,4) (72,5) (68,5) (95,1) (87,2) (16,4) (30,4) (96,5) (67,4) (24,4) (35,5) (34,4) (18,1) (52,5) (51,4) (25,2) (49,3) (28,4) (71,2) (36,3) (32,5) (62,2) (26,4) (46,4) (2,5) (91,5) (4,5) (65,4) (39,2) (14,1) (43,4) (85,4) (57,1) (6,4) (75,2) (79,4) (1,5) (84,5) (15,5) (98,3) (69,3)
|
||||||
|
(3,5) (42,4) (51,3) (69,4) (78,1) (61,5) (63,4) (79,4) (31,4) (41,2) (44,1) (73,4) (95,4) (55,5) (14,1) (58,4) (99,1) (72,3) (77,1) (89,5) (2,3) (52,2) (12,4) (54,1) (53,4) (26,2) (50,1) (15,1) (68,5) (59,2) (83,5) (8,3) (11,2) (71,3) (45,2) (18,4) (93,4) (46,5) (84,5) (4,2) (39,3) (7,1) (9,4) (76,4) (97,2) (21,4) (98,1) (16,4) (48,1) (94,4) (34,2) (62,3) (60,5)
|
||||||
|
(7,1) (63,4) (55,1) (73,3) (91,1) (43,3) (60,4) (97,2) (27,2) (13,4) (26,2)
|
||||||
|
(59,4) (6,5) (2,1) (99,5) (61,3) (20,1)
|
||||||
|
(28,4) (77,4) (8,4) (58,5) (61,5) (95,4) (22,5) (99,1) (69,3) (70,4) (10,4) (16,4) (46,4) (32,5) (44,2) (63,4) (24,4) (74,4) (67,4) (78,4) (71,4) (0,4) (33,2) (43,4) (5,4) (96,1) (36,5) (14,2) (59,3) (11,4) (35,3) (18,3) (9,1) (80,5) (62,2) (86,5) (98,3) (6,4) (85,4) (73,2) (90,4) (1,1) (55,4) (19,1) (41,4) (51,4) (83,5) (38,2) (88,4) (91,4) (54,5) (47,3) (23,4) (65,2) (82,2) (40,4) (56,3) (48,4) (39,4) (15,1) (17,2) (26,2)
|
||||||
|
(86,4) (1,5) (21,3) (92,2) (44,1) (39,2) (0,4) (60,1) (32,1) (50,5) (66,1) (62,2) (24,2) (26,1) (59,3) (88,5) (89,5) (3,4) (91,4) (31,1) (38,3) (78,1) (9,5) (82,2) (96,3) (8,3) (68,4) (67,3) (56,3) (90,4) (76,4) (17,5) (22,4) (65,2) (35,2) (45,3) (54,4) (87,4) (20,3) (63,4) (5,1) (81,5) (12,3) (48,5) (64,3) (85,1) (16,4) (7,4) (37,4) (28,3) (83,4) (98,4) (94,5) (58,2) (43,1) (11,1)
|
||||||
|
(51,1) (45,2) (38,3) (35,4) (83,4) (31,3) (99,3) (39,3) (18,5) (36,3) (1,3) (58,1) (30,1) (33,4) (49,5) (55,3) (48,3) (69,3) (32,2) (24,1) (50,3) (91,4) (44,4) (81,3) (97,4) (14,1) (92,4) (25,4) (3,4) (56,1) (88,3) (11,4) (70,3) (61,2) (23,4) (52,1) (46,4) (17,1) (21,4) (67,3) (80,1) (13,1) (72,4) (40,5) (54,5) (65,5) (60,5) (8,2) (68,4)
|
||||||
|
(71,4) (36,2) (41,4) (37,4) (52,4) (58,4) (90,1) (74,3) (59,3) (72,2) (35,1) (40,5) (15,4) (55,4) (54,1) (84,4) (13,5) (8,2) (92,4) (34,5) (94,4) (91,5) (44,4) (6,3) (19,4) (53,2) (86,1) (3,4) (98,4) (11,2) (66,4) (61,5) (68,3) (97,1) (79,1) (10,5) (47,1) (9,4) (23,4) (88,1) (4,4) (27,4) (39,1) (14,4) (82,5) (33,5) (95,4) (87,2) (81,4) (31,5) (75,3) (51,4) (76,4) (42,4) (21,5) (69,5) (5,5) (65,4)
|
||||||
|
(36,4) (19,2) (73,2) (79,1) (82,4) (3,5) (33,3) (1,5) (55,5) (13,2) (89,4) (88,4) (9,4) (6,3) (37,3) (25,1) (28,2) (39,1) (91,4) (98,4) (38,3)
|
||||||
|
(51,5) (34,4) (19,4) (25,1) (24,4) (56,4) (46,3) (86,3) (92,1) (1,2) (41,4) (83,5) (59,3) (6,4) (10,1) (35,4) (79,2) (43,4) (7,4) (16,4) (93,2) (48,3) (94,1) (49,4) (91,2) (72,3) (68,3) (13,5) (44,4) (36,2) (57,4) (3,5) (66,5) (80,3) (4,4) (62,4) (9,2) (60,4) (65,4) (45,2) (88,3) (58,4) (54,5) (28,4) (87,3) (12,3) (38,1) (15,5) (76,5) (71,2) (67,2) (77,5) (78,5) (61,2) (5,3) (98,3) (97,3) (95,3) (8,4) (20,4) (75,3)
|
||||||
|
|
||||||
|
(71,1) (85,4) (69,2) (68,4)
|
||||||
|
(48,2) (43,2) (54,4) (34,1) (29,4) (93,5) (79,4) (30,2) (38,2) (69,5) (37,2) (33,1) (19,4) (94,4) (58,4) (72,5) (87,1) (24,4) (5,3) (88,4) (16,5) (61,4) (86,4) (84,4) (0,1) (49,5) (8,5) (47,3) (3,4) (77,1) (99,4) (39,4) (15,2)
|
||||||
|
(49,4) (38,5) (3,3) (28,4) (31,4) (50,4) (14,1) (96,5) (13,3) (56,1) (90,2) (45,4) (64,5) (46,4) (36,4) (17,1) (44,2) (58,3) (88,4) (71,4) (20,5) (19,2) (1,1) (42,4) (40,2) (95,1) (60,3) (86,3) (32,2) (65,2) (27,2) (26,2) (29,4) (92,2) (97,3) (84,4) (69,1) (21,2) (68,2) (7,1) (43,5) (73,2) (5,1) (39,2) (10,2) (54,3) (15,3) (23,1) (22,2) (2,3) (75,2) (6,2) (9,1) (53,4)
|
||||||
|
(39,4) (83,4) (90,4) (26,4) (55,2) (62,2) (95,4) (88,1) (35,2)
|
||||||
|
(23,4) (83,1) (63,2) (5,5) (95,4)
|
||||||
|
(18,3) (64,4) (72,1) (42,4) (3,5) (35,5) (12,3) (38,1) (71,2) (20,4) (7,1) (53,1) (96,2) (31,5) (95,4) (2,4) (68,2) (41,3) (84,2) (52,5) (82,2) (90,3) (48,3) (54,4) (91,5) (40,2) (83,5) (97,2) (4,4) (21,4) (70,2) (99,3) (26,4) (81,2) (49,5) (17,4) (9,4) (23,3) (73,5) (76,2) (88,1) (25,1) (29,4) (80,3) (13,1) (16,2) (69,5) (87,5) (19,4) (89,1) (14,5) (56,3) (34,4) (30,2) (63,2) (57,5) (85,1) (78,3) (22,5) (10,4) (79,2)
|
||||||
|
(12,5) (87,5) (54,4) (40,1) (99,4) (45,1) (9,3) (24,5) (90,5) (28,2) (69,2) (30,4) (4,3) (38,4) (18,3) (49,3) (57,1) (97,1) (70,3) (0,2) (32,2) (77,3) (36,5) (78,4) (26,1) (6,4) (67,3) (5,2) (44,3) (1,5) (60,4) (66,1) (41,4) (94,1) (37,4) (3,5) (59,4) (43,4) (34,4) (72,3) (58,2) (2,5) (92,5) (20,4) (14,4) (35,4) (95,1) (23,1) (8,4) (62,5) (85,5) (55,1) (96,1) (82,4) (76,4)
|
||||||
|
(37,2) (47,4) (69,1) (40,1) (45,1) (31,2) (41,5) (64,2) (2,5) (57,3) (84,3) (58,5) (3,3) (80,2) (89,5) (38,4) (7,1) (71,3) (88,3) (6,4) (97,1) (72,2) (81,4) (48,5) (27,2) (82,4) (91,5) (29,5) (34,4) (10,4) (13,4) (63,5) (14,2) (78,4) (49,3) (42,5) (96,4) (11,2) (22,4) (25,5) (70,1) (20,4) (23,4) (86,2) (93,4) (18,4) (28,2) (4,4) (26,3) (33,3) (35,5) (73,2) (68,4) (67,2) (79,2) (95,4)
|
||||||
|
(15,4) (33,4) (18,3) (6,1) (72,5) (91,1) (36,5) (39,2) (99,5) (12,4) (93,1) (65,2) (38,5) (50,5) (30,3) (86,4) (2,2) (88,4) (73,1) (62,5) (41,2) (23,1) (4,3) (60,4) (66,2) (29,2) (54,4) (59,3) (71,5) (16,1) (14,4) (53,1) (9,2) (69,4) (44,4) (63,1) (83,4) (37,4) (67,4) (80,3) (52,3) (76,4) (90,4) (95,1) (17,5) (97,2) (64,5) (56,4) (79,5) (22,5) (43,3) (10,5) (87,3) (94,1)
|
||||||
|
(34,5) (80,1) (94,1) (14,4) (59,4) (96,3) (39,4) (77,5) (6,4) (90,1) (92,2) (10,1) (55,1) (69,1) (33,4) (3,2)
|
||||||
|
(74,3) (67,3) (23,5) (33,2) (40,4) (24,1) (44,2) (34,5) (55,2) (85,3) (32,5) (41,1) (95,2) (46,4) (52,1) (56,4) (64,1) (35,4) (80,3) (70,4) (76,5) (62,4) (28,2) (59,4) (83,4) (79,3) (92,3) (75,2) (96,5) (54,4) (87,3) (91,4) (48,5) (27,5) (7,4) (97,5) (60,3) (73,4) (17,3) (13,1) (82,4) (36,4) (26,4) (3,2) (81,1) (78,3) (20,5) (63,4) (58,3) (5,3) (9,4) (14,2) (45,4) (88,2) (37,1) (22,4) (38,3) (69,2) (15,3) (18,1)
|
||||||
|
(72,2) (36,4) (39,4) (8,4) (95,4) (15,4) (93,1) (90,5) (38,4) (78,5) (40,1) (9,1) (21,1) (4,4) (16,4) (0,3) (58,2) (67,2) (88,1) (6,2) (61,4) (19,4) (79,1) (97,5) (48,5) (42,3) (46,4) (14,1) (66,1) (11,2) (71,4) (80,4) (28,2) (18,3) (12,4) (37,5) (13,5) (83,2) (53,1) (57,4) (85,2) (20,4) (43,4) (73,3) (87,4) (81,5) (25,2) (32,3) (99,4) (70,4) (59,3) (34,3) (77,3) (2,4) (47,4)
|
||||||
|
(97,2) (56,4) (90,1) (36,4) (58,2) (14,4) (81,4) (86,5) (84,4) (89,2) (40,5) (64,2) (57,2) (22,4) (77,1) (66,3) (78,3) (1,1) (85,3) (44,5) (32,2) (88,4) (59,1) (35,1) (21,3) (3,5) (60,5) (17,2) (18,4) (13,2) (68,4) (4,1) (39,1) (75,3) (49,4) (10,1) (50,2) (67,1) (98,4) (52,5) (62,5) (24,2) (87,4) (73,2)
|
||||||
|
(58,5) (65,4) (56,4) (18,5) (88,1) (31,5) (23,4) (25,4)
|
||||||
|
(87,4) (46,1) (65,3) (71,3) (4,5) (80,3) (52,5) (98,3) (88,4) (59,4) (33,1) (5,1) (83,5) (94,1) (55,1) (86,4) (23,5) (37,1) (8,4) (54,5) (6,3) (91,5) (84,2) (26,3) (1,4) (69,1) (25,4) (9,1) (64,1) (93,5) (32,3) (96,4) (76,3) (0,3) (43,4) (73,2) (15,2) (12,2) (66,3) (24,3) (40,3) (49,5) (39,3) (17,5) (16,3) (62,1) (29,1) (27,4) (44,4) (67,1) (34,4) (63,4) (45,1) (81,4) (60,3)
|
||||||
|
(4,5) (98,3) (30,4) (93,1) (14,4) (62,2) (47,3) (31,1) (95,4) (67,5) (70,2) (85,4) (3,4) (57,5) (87,3) (88,4) (78,3) (10,3) (60,2) (83,4) (81,4) (48,3) (35,4) (92,5) (17,4) (34,4) (23,4) (26,4) (58,4) (84,1) (32,5) (6,4)
|
||||||
|
(39,4) (66,1) (99,4) (52,5) (53,4) (48,4) (74,2) (86,3) (68,1) (77,4) (24,1) (75,4) (7,4) (41,3) (49,4) (79,4) (51,4) (95,5) (89,3) (30,2) (1,5) (5,4) (85,5) (21,2) (34,4) (93,1) (87,4) (88,4) (84,4) (9,3) (31,5) (61,1) (38,4) (60,3) (63,3) (55,4) (78,1) (65,4) (91,5) (76,4) (90,4) (44,4) (28,4) (36,2) (40,1) (2,4) (58,4) (67,4) (25,2) (26,5) (96,5) (59,1) (97,1) (17,1) (29,3) (83,3) (46,3) (45,1) (72,4) (8,5)
|
||||||
|
(9,5) (46,3) (71,4) (74,4) (47,4) (13,4) (58,4) (85,4) (16,1) (78,4) (77,4) (11,3) (80,1) (30,5) (21,1) (54,3) (35,4) (6,4) (33,3) (20,4) (0,4) (1,5) (22,1) (38,4) (98,4) (28,4) (43,1) (51,1) (25,2) (93,3) (91,4) (67,4) (8,3) (48,2) (23,4)
|
||||||
|
(45,2) (5,4) (48,1) (38,4) (94,3) (26,5) (53,3) (16,4) (30,2) (83,5) (70,4) (88,2) (9,5) (87,1) (95,5) (82,4) (11,5) (10,2) (73,4) (51,5) (75,1) (24,3) (12,2) (84,3) (54,1) (22,3) (17,3) (65,2)
|
||||||
|
(57,2) (0,4) (4,5) (88,5) (67,4) (45,3) (41,2) (68,4) (12,4) (53,4) (39,3) (55,2) (14,4) (82,1)
|
||||||
|
(53,4) (32,4) (81,5) (73,4) (54,1) (69,4) (43,1) (62,1) (37,4) (92,5) (76,2) (31,4) (72,2) (75,4) (45,2) (36,4) (87,3) (9,4) (12,4) (5,3) (1,5) (48,5) (61,5) (17,2) (41,4) (29,2) (21,5) (18,1) (15,5) (13,1) (50,5) (71,2) (56,4) (3,1) (6,4) (65,4) (58,3) (96,5) (8,5) (4,1) (89,4) (68,4) (26,1) (28,3) (44,5) (86,3) (40,4) (77,1) (14,3) (94,1) (93,2) (46,5) (42,3) (52,2) (84,1) (99,3) (70,1) (47,1) (25,2) (39,4) (63,1) (91,4) (19,4)
|
||||||
|
(81,4) (65,4) (29,4) (92,1) (36,3)
|
||||||
|
(21,4) (4,4) (84,1) (55,2) (40,3) (36,1) (56,3) (68,3) (11,4) (46,4) (33,5) (38,5) (60,2) (7,4) (25,1) (16,1) (24,1) (79,1) (15,5) (72,3) (37,1) (49,5) (71,5) (63,1) (53,5) (61,1) (47,4) (26,3) (66,3) (90,4) (74,4) (94,4) (32,4) (17,2) (52,2) (5,4) (85,3) (8,4) (80,5) (73,3) (42,2) (88,5) (78,5) (58,4) (9,2) (41,4) (62,4)
|
||||||
|
(71,4) (17,4) (80,3) (32,2) (26,3) (92,3) (85,5) (43,4) (82,1) (50,2) (74,4) (27,4) (84,5) (6,2) (0,1) (66,1) (72,3) (2,1) (73,4) (52,4) (94,4) (35,5) (67,5) (41,4) (44,4) (78,1) (42,2) (30,4) (19,4) (51,5)
|
||||||
|
(80,3) (10,3) (95,2) (51,4) (12,5) (5,5) (55,4) (28,4) (77,2) (86,3) (9,1) (21,4) (17,3) (8,4) (2,3) (88,1) (41,5) (13,5) (38,4) (16,1) (56,4) (93,4) (4,3) (74,4) (47,3) (73,4) (76,4) (94,4) (6,2) (71,5) (49,4) (42,1) (85,4) (3,4) (98,5) (89,4) (37,1) (63,4) (0,2) (46,4) (92,3) (90,3) (33,2) (40,5) (50,3) (43,1) (25,5) (1,1) (39,5) (91,2) (87,5)
|
||||||
|
(74,5) (71,2) (26,2) (28,3) (29,3) (67,4) (4,4) (85,2) (90,5) (10,5) (86,5) (78,2) (3,4) (0,4) (82,3) (15,5) (97,3) (23,4) (58,2) (47,5) (19,4) (24,4) (99,5) (7,2) (93,4) (64,3) (18,4) (20,3) (38,1) (42,2) (77,2) (11,5) (30,2) (95,3) (34,2) (76,2) (13,4) (63,2) (32,3) (25,4) (72,3) (12,5) (41,3) (70,5) (37,3) (81,3) (9,4) (6,4) (52,1) (73,4) (50,3) (14,5) (87,4) (49,1)
|
||||||
|
(72,5) (59,4) (70,3) (15,2) (95,1) (57,2) (69,2) (45,5) (97,1) (23,3) (75,4) (63,3) (1,4) (83,2) (2,4) (3,2) (39,2) (28,4) (24,4) (67,1) (52,5) (79,5) (62,4) (0,5) (20,5) (87,4) (32,4) (76,1) (66,2) (88,4) (35,4) (41,4) (33,4) (37,3) (58,2) (9,3) (34,1) (31,4) (43,5) (30,4) (61,4) (73,1) (7,3) (93,4) (8,3) (22,4) (51,4) (26,4) (85,4) (44,2)
|
||||||
|
(17,5) (59,4) (90,4) (70,5) (74,1) (87,4) (62,3) (97,4) (83,4) (26,4) (88,4) (91,1) (18,4) (0,4) (57,4) (58,1) (41,1) (60,4) (21,4) (4,4) (66,2) (95,1) (19,4) (67,2) (31,4) (9,5) (56,2) (32,1) (37,3) (11,4) (54,5) (5,2) (94,5) (99,4)
|
||||||
|
(70,1) (94,4) (41,5) (56,1) (21,3) (46,1) (85,5) (89,4) (1,4) (53,2) (83,3) (84,4) (28,2) (27,1) (57,4) (15,4) (12,4) (79,4) (77,5) (18,5) (74,4) (40,5) (4,3) (90,2) (26,4) (37,4) (11,4) (93,2) (68,4) (60,5) (98,5) (36,3) (10,3) (33,1) (54,4) (45,5) (34,5) (20,3) (81,4) (24,2) (2,4) (0,3) (43,3) (62,4)
|
||||||
|
(65,3) (54,5) (84,2) (72,3) (23,4) (24,4) (62,1) (42,1) (90,4) (37,4) (68,5) (10,3) (26,4) (48,4) (79,1) (96,4) (43,4) (14,1) (73,4) (6,5) (76,3) (21,1) (98,1) (46,4) (50,4) (53,2) (25,5) (78,5) (56,2) (64,2) (5,4) (9,2) (13,1) (85,3) (34,1) (45,4) (71,1) (22,5) (27,1) (33,3) (95,5) (15,2) (75,3) (70,4) (31,4) (93,5) (49,4) (35,5) (83,1) (12,5) (86,4) (41,1) (74,3) (92,1) (61,1) (80,1) (57,5) (28,2) (29,4) (16,4) (87,5) (66,5) (32,5) (39,5)
|
||||||
|
(16,4) (28,2) (93,5) (95,3) (43,3) (64,1) (70,4) (66,3) (27,4) (19,4) (26,1) (20,1) (89,1) (40,4) (52,4) (56,5) (24,3) (83,1) (79,4) (86,5) (29,2) (54,4) (45,4) (5,4) (61,4) (42,3) (87,3) (62,4) (21,5) (82,3) (55,2) (67,2) (44,2) (37,3) (15,5) (9,5) (68,2) (47,4) (57,5) (23,2) (84,3) (77,1) (73,4) (51,5) (2,4) (90,1) (13,4) (41,4) (22,1) (34,1) (91,4)
|
||||||
|
(35,4) (25,2) (61,4) (67,3) (69,2) (29,5) (37,5) (32,5) (89,5) (19,4) (6,2) (63,4) (53,3) (80,3) (77,1) (41,5) (11,3) (24,1) (30,5) (36,4) (65,4) (43,4) (60,1) (85,1) (79,2) (20,1) (14,3) (52,3) (4,2) (94,4) (45,3) (56,1) (86,1) (66,5) (87,3) (75,1) (57,4) (42,1) (40,4) (12,5) (96,5) (74,4) (72,1) (28,1) (10,4) (54,4) (5,5) (0,5) (9,5) (3,5) (38,4) (71,5) (91,4)
|
||||||
|
(51,3) (5,2) (34,4) (65,4) (29,4) (24,5) (90,1) (48,2) (16,5) (61,4) (37,4) (25,4) (10,1) (38,2) (68,5) (67,5) (70,4) (0,3) (36,2) (42,4) (33,3) (81,4) (18,3) (26,4) (7,5) (45,5) (41,2) (11,4) (4,2) (35,4) (31,5) (62,4) (20,5) (32,4) (98,1) (69,5) (99,2) (46,4) (71,4) (55,3) (15,3) (43,4) (76,3)
|
||||||
|
(59,4) (4,1) (98,2) (54,2) (5,1) (79,2) (10,4) (35,4) (18,3) (39,4) (78,4) (36,4) (50,3) (22,1) (53,2) (38,5) (46,2) (91,3) (44,4) (65,4) (87,2) (41,4) (71,2) (96,2) (73,2) (13,3) (21,2) (95,3) (90,4) (63,1) (72,5) (85,4) (60,4) (11,3) (52,3) (20,3) (16,4) (19,1) (92,3) (29,3) (55,5) (15,5) (6,3) (80,5) (1,3) (14,2) (68,5) (94,5) (12,2) (51,5) (3,5) (58,3) (24,2) (37,2) (93,2) (31,1) (28,3) (84,4) (0,2) (81,5) (30,3) (45,3) (48,2)
|
||||||
|
(49,4) (6,4) (99,1) (29,5) (11,5) (27,5) (66,2) (13,5) (32,2) (36,3) (62,4) (79,3) (84,3) (17,4) (35,5) (52,3) (26,3) (80,3) (95,3) (98,5) (48,2) (72,1) (46,5) (22,4) (8,4) (40,3) (31,2) (89,2) (70,2) (25,3) (51,5) (54,4) (75,3) (42,1) (14,3) (38,4) (91,4) (45,5) (77,2) (69,2) (34,4) (61,2) (60,4) (57,5) (9,5) (24,4) (12,4) (30,4) (73,5) (7,3) (43,2) (55,5) (90,3) (93,4) (3,2) (97,2) (28,2) (10,1) (20,4) (71,1)
|
||||||
|
(58,2) (6,5) (20,1) (80,4) (70,5) (57,5) (71,1) (62,5) (50,1) (54,4) (96,4) (13,5) (59,4) (56,5) (27,5) (82,1) (88,1) (30,2) (42,5) (93,5) (33,4) (9,1) (10,4) (92,1) (79,4) (76,1) (87,4) (38,1) (41,2) (4,4) (8,3) (34,5) (7,2) (45,2) (24,4) (84,5)
|
||||||
|
(85,4) (88,3) (61,4)
|
||||||
|
(62,1) (20,1) (55,4) (32,3) (34,3) (59,1) (97,5) (23,5) (88,4) (42,4) (68,3) (28,3) (57,3) (92,1) (50,5) (14,4) (38,2) (4,4) (12,3) (66,4) (44,4) (36,4) (16,4) (37,4) (71,4) (81,5) (21,3) (6,5) (99,4) (18,5) (35,4) (5,4) (29,2) (75,1) (17,5) (72,4) (41,4) (54,2) (87,3) (79,2) (40,5) (8,5) (27,3) (67,2) (1,1) (82,5) (43,2) (52,5) (69,1) (7,3) (85,1) (77,5) (86,3) (65,4) (58,3) (22,1) (60,2) (64,1) (31,4) (89,5) (26,5) (70,3) (15,1)
|
||||||
|
(69,3) (32,4) (74,4) (17,5) (62,1) (75,4) (79,5) (10,2) (83,2) (53,2) (94,5) (65,3) (70,4) (16,4) (8,1) (78,1) (80,5) (96,4) (21,1) (18,3) (41,4) (14,1) (50,2) (13,1) (0,5) (33,1) (90,2) (81,4) (29,2)
|
||||||
|
(32,5) (28,1) (47,4) (5,5) (73,1) (0,1) (29,5) (68,2) (40,3) (53,1) (56,1) (12,2) (79,5) (51,5) (97,4) (19,1) (94,1) (89,4) (77,5) (69,2) (61,4) (76,3) (65,1) (49,1) (85,1) (59,2) (4,2) (2,3) (26,2) (20,1) (30,4) (39,5) (52,5) (81,4) (78,4) (98,4)
|
||||||
|
(97,3) (48,2) (9,2) (75,5) (59,4) (68,2) (46,4) (49,2) (13,2) (24,2) (51,4) (58,5) (80,5) (61,4) (77,1) (56,5) (67,5) (10,3) (21,1) (78,4) (95,4) (30,3) (18,4) (43,1) (17,3) (45,1) (54,4) (74,4) (85,4) (93,3) (39,1) (20,1) (81,2) (76,2) (25,1) (65,2) (99,3) (15,1) (31,4) (4,5) (57,2) (2,4) (90,4) (11,4) (96,5) (73,4) (36,3) (23,4) (7,2) (82,3) (14,2) (60,2) (79,4) (69,4) (6,2) (35,4) (27,3)
|
||||||
|
(46,4) (81,3) (45,4) (32,4) (96,4) (77,4) (97,5) (12,4) (56,3)
|
||||||
|
(59,4) (54,4) (36,1)
|
||||||
|
(64,3) (37,4) (66,3) (76,3) (77,2) (53,4) (11,3) (18,3) (2,2) (82,3) (79,3) (39,3) (28,4) (74,1) (87,2) (36,4) (71,4) (94,5) (3,2) (47,2) (0,2) (88,2) (90,2) (62,4) (22,4) (95,4) (44,1) (69,2) (38,5) (42,4) (16,2) (19,4) (75,3) (23,1) (13,2) (51,2) (91,1) (7,3) (30,4) (99,2) (20,4) (32,4) (60,4) (92,4) (34,2) (57,2) (70,4) (81,4) (17,4) (72,5) (25,3) (21,5) (33,3) (26,1) (46,1) (48,3) (49,4)
|
||||||
|
(97,4) (17,3) (0,5) (58,1) (42,4) (67,1) (49,4) (92,1) (52,5) (47,4) (38,1) (90,3) (16,1) (54,5) (95,5)
|
||||||
|
(72,5) (15,2) (63,4) (26,3) (51,4) (65,4) (98,3) (28,2) (25,4) (64,4) (90,5) (9,4) (29,4) (10,4) (87,4) (2,1) (7,4)
|
||||||
|
(39,4) (71,4) (72,4) (2,3) (62,5) (0,1) (90,4) (36,4) (64,1) (63,4) (23,3) (65,3) (88,3) (6,4) (66,1) (26,5) (84,4) (10,3) (42,1) (46,5) (70,4) (12,1) (35,5) (53,2) (5,4) (99,4) (31,2) (61,4) (30,2) (32,5) (38,3) (14,4) (1,3) (16,4) (94,4) (51,2) (45,3) (21,3) (74,2) (96,5) (78,1)
|
||||||
|
(29,4) (42,4) (2,1) (3,1) (98,4) (90,5) (46,2) (86,4) (19,2) (1,4) (69,4) (70,4) (49,1) (62,5) (99,3) (94,1) (88,4) (66,1) (51,2) (60,2) (26,4) (13,3) (56,5) (55,5) (38,4) (65,4) (14,4) (20,3) (74,3) (18,1) (10,2) (89,3) (50,1) (44,5) (34,4) (68,5) (76,5) (85,4) (33,5) (17,5) (57,2) (22,5) (8,5) (91,4) (47,4) (24,4) (12,3) (9,2) (45,5) (93,2) (6,3) (5,4) (96,3) (80,4) (78,5) (67,2) (7,4) (16,5) (31,4) (95,2)
|
||||||
|
(81,2) (39,5) (96,4) (34,3) (68,5) (75,1) (52,1) (93,1) (9,4) (89,5) (47,1) (87,4) (11,4) (42,4) (0,4) (30,2) (26,1) (28,2) (15,5) (61,3) (99,2) (78,4) (98,4) (72,4) (67,3) (38,4) (76,3) (56,1) (24,4) (84,2) (16,3) (60,5) (21,2) (18,5) (43,4) (85,4) (50,3) (82,4) (69,1) (65,5) (94,2) (44,4) (71,5) (13,2) (46,5) (73,4) (53,3) (41,1) (45,5) (66,4) (2,1) (22,3)
|
||||||
|
(69,1) (33,5) (83,4) (47,5) (39,4) (80,4) (27,3) (14,1) (41,3) (49,4) (32,4) (25,3) (19,3) (67,4) (82,4) (77,4) (76,4) (13,2) (78,4) (94,4) (31,5) (7,1) (28,3) (42,5) (84,4) (37,4) (5,5) (29,5) (59,3) (72,5) (46,3) (64,3) (17,1) (40,3) (0,4) (88,3) (74,2)
|
||||||
|
(19,3) (8,4) (67,4) (89,2) (3,5) (29,1)
|
||||||
|
(52,4) (77,1) (82,3) (36,3) (12,4) (34,2) (85,4) (17,4) (61,4) (35,5) (42,4) (3,5)
|
||||||
|
(20,4) (65,2) (42,3) (66,4) (78,1) (15,5) (73,3) (43,1) (34,3) (32,5) (56,4)
|
||||||
|
(84,5) (48,2) (92,3) (45,2) (22,1) (59,5) (28,1) (34,3) (19,2) (40,4) (20,1) (32,1) (54,2) (62,4)
|
||||||
|
(33,4) (61,5) (70,1) (8,1) (45,2) (74,1) (44,5) (21,1) (0,2) (99,5) (17,1) (19,4) (9,2) (72,4) (13,3) (86,3) (89,4) (59,4) (68,1) (49,4) (65,2) (52,1) (11,5) (60,3) (24,1) (26,4) (51,5) (28,2) (31,4) (92,5) (3,3) (25,4) (97,4) (56,4) (20,4) (1,3) (40,4)
|
||||||
|
(25,2) (45,1) (98,4) (57,5) (49,1) (13,4) (2,1) (27,5) (99,4) (20,5) (82,3)
|
||||||
|
(9,4) (73,4) (71,5) (17,4) (57,1) (18,5) (94,1) (12,4) (58,1) (96,5) (37,3) (53,4) (77,1) (21,4)
|
||||||
|
(23,2) (47,3) (14,5) (93,1) (80,2) (2,4) (19,4) (46,3) (13,5) (92,4) (54,4) (68,4)
|
||||||
|
(40,5) (42,4) (52,3) (90,5) (80,3) (28,4) (5,3) (31,2) (47,1) (1,2) (98,4) (59,4) (91,3) (50,1) (74,3) (41,4) (35,3) (94,1) (92,4) (17,3) (67,3) (15,2) (32,4) (66,4) (87,3) (95,4) (54,5) (25,4) (46,5) (93,4) (13,3) (27,5) (12,5) (19,2) (21,3) (81,5) (14,4) (51,4) (83,2) (0,5) (6,5) (62,4) (7,2) (26,4) (45,4) (84,1) (11,4) (97,3) (70,4) (48,5) (69,5)
|
||||||
|
(40,4) (75,4) (85,1) (30,2) (94,5) (89,4) (4,4) (77,1) (72,3) (48,1) (52,5) (60,2) (42,4) (57,1) (1,3) (31,2) (9,2) (53,4) (56,2) (88,4) (12,3) (64,4) (22,1) (66,1) (74,4) (83,2) (8,1) (58,2) (15,3) (99,5) (80,4) (21,2) (36,1) (93,5) (91,4) (11,4) (82,4) (13,1) (29,4) (98,2) (96,4) (81,2) (73,4) (23,5) (0,4) (14,4) (54,4) (79,4) (43,5) (71,3)
|
||||||
|
(73,3) (88,4) (93,1) (43,4) (52,5) (98,2) (0,4) (25,1) (32,1) (40,1) (61,4) (21,5) (80,3) (35,2) (64,4) (46,5) (60,5) (30,5) (9,2) (29,4) (27,1) (92,1) (33,4) (78,3) (96,4) (54,5) (85,4) (17,2) (8,1) (18,4) (2,4) (38,5) (97,3) (89,1) (68,5) (23,2) (1,5) (71,2) (56,1) (3,1) (6,1) (86,4) (77,4) (20,2) (13,4) (36,5) (39,1) (87,2) (12,5) (90,3) (91,1) (76,5) (49,2) (26,1)
|
||||||
|
(10,5) (67,5) (79,5) (40,2) (94,4) (18,1) (54,2) (62,5) (22,5) (16,1) (87,5) (64,5) (69,4) (11,2) (26,4) (86,1) (24,2) (84,1) (96,4) (73,4) (68,2) (35,4) (4,3) (97,4) (20,1) (21,2) (55,1) (59,1) (5,3) (3,2)
|
||||||
|
(36,3) (93,4) (91,4) (72,5) (58,3) (16,5) (22,1) (18,4) (74,5) (55,5) (38,3) (28,5) (50,2) (82,4) (9,4) (79,5) (56,5) (96,1) (68,5) (26,5) (3,3) (21,4) (67,4) (6,4) (73,1) (88,4) (94,3) (19,3) (15,4) (47,5) (44,3) (33,3) (89,1) (14,2) (75,2) (59,4) (66,3) (20,2) (37,3) (4,2) (71,1) (0,4) (8,1) (86,4) (43,3) (51,4)
|
||||||
|
(10,4) (51,3) (31,1) (50,2) (43,2) (24,5) (41,1) (47,3) (13,2) (29,4) (16,1) (48,4) (76,2) (21,3) (94,3) (27,2) (96,2) (58,2) (33,3) (5,2) (46,1) (0,1) (95,4) (37,2) (62,3) (30,4) (91,4) (59,4) (38,1) (92,4) (23,4) (55,5) (12,1) (56,5) (1,2) (49,5) (2,4) (25,3) (7,3) (11,5) (8,5) (70,1) (18,2) (61,5) (83,3) (86,3) (93,5) (97,3) (22,1) (84,4) (20,1) (82,5) (6,4) (60,4) (73,2) (53,4) (78,4)
|
||||||
|
(47,5) (0,2) (20,5) (78,2) (6,4) (55,4) (95,2) (2,4) (63,2) (60,2) (54,4) (26,5) (94,4) (11,1) (45,4) (5,3)
|
||||||
|
(40,2) (71,4) (24,3) (76,4) (83,1) (9,4) (72,5) (22,4) (10,4) (81,1) (32,3) (43,1) (27,5) (12,5) (4,1) (14,2) (54,4) (93,5) (25,2) (62,5) (63,1) (65,4) (60,4) (2,5) (47,4) (53,3) (50,3) (57,2) (66,2) (42,4) (41,1) (28,4) (13,4) (56,2) (82,1) (3,1) (6,5) (69,1) (80,1) (30,3) (91,4) (8,5) (11,1) (61,5) (89,2) (74,1)
|
||||||
|
(62,1)
|
||||||
|
(63,4) (62,4) (36,3) (86,2) (14,4) (33,5) (53,4) (3,1) (71,3) (83,1) (80,5) (30,5) (46,2) (10,2) (4,1) (81,1) (7,4) (95,3) (44,4) (75,4) (68,2) (24,1) (94,2) (69,4) (99,2) (76,4) (42,3) (27,1) (21,4) (16,4) (77,1) (23,5) (72,4) (50,2) (97,1) (96,2) (6,4) (9,4) (20,4) (34,4) (32,4) (17,4) (89,4) (15,2)
|
||||||
|
(72,1) (0,5) (91,4) (66,2) (73,5) (19,2) (79,2) (36,5) (9,3) (67,4) (43,4) (12,2) (69,4) (11,4) (65,1) (23,4) (98,3) (63,2) (29,4) (83,5) (89,1) (52,1) (37,1) (84,5) (92,1) (8,5) (80,5) (82,2) (20,2) (85,5) (57,3) (99,3) (2,1) (5,4) (31,1) (55,4) (70,1) (81,4) (49,3) (26,3) (24,5) (3,3) (53,5) (71,4) (90,4) (10,2) (97,5) (4,4) (27,1) (51,4) (88,5) (59,3) (42,1) (47,5) (16,1) (45,3) (94,5) (77,4) (96,1) (76,3) (7,5)
|
||||||
|
(83,1) (86,3) (17,4) (96,5) (79,5) (63,4) (78,3) (84,1) (94,3)
|
||||||
|
(87,4) (78,5) (71,1) (92,3) (24,5) (11,5) (52,3) (36,4) (22,3) (29,4) (88,3) (5,4) (99,2) (90,1) (40,4) (33,3) (45,1) (20,2) (3,1) (26,5) (30,2) (1,3) (76,4) (7,3) (18,3) (94,2) (67,4) (42,3) (34,2) (57,4) (77,2) (31,3) (97,4) (50,2) (65,4) (10,3)
|
||||||
|
(61,3) (78,3) (33,4) (29,4) (34,2) (12,1) (40,5) (71,5) (49,1) (50,4) (57,4) (76,5) (44,5) (66,4) (52,5) (99,4) (94,4) (42,1) (90,3) (17,1) (72,3) (3,3) (89,4) (59,4) (92,4) (14,3) (88,4) (15,2) (81,1) (75,1) (46,3) (4,4) (95,4) (43,4) (0,5) (26,5) (53,4) (56,3) (37,4) (47,1) (65,4) (9,5) (32,1) (7,2) (45,5) (19,4) (11,4) (91,3) (63,4) (87,3) (5,4) (10,5) (98,5)
|
||||||
|
(75,3) (18,4) (63,5) (96,4) (19,5) (15,4) (34,5) (38,4) (61,5) (79,2) (27,5) (37,5) (16,4) (88,5) (44,2) (20,4) (58,3) (4,1) (43,2) (11,1) (71,3) (83,4) (23,4) (92,4) (8,1) (97,1) (5,1) (45,1) (89,3) (17,5) (57,3) (74,3) (0,5) (65,3) (53,4) (85,4) (77,1) (13,1) (28,1) (94,1) (39,2) (1,5) (32,4) (52,3)
|
||||||
|
(39,4) (75,4) (79,4) (10,2) (63,2) (36,3) (82,3) (72,4) (87,3) (61,1) (13,3) (3,5) (73,3) (21,2) (91,4) (20,3) (34,3) (29,4) (56,2) (64,3) (70,3) (28,2) (88,1) (44,5) (7,2) (58,4) (18,3) (53,4) (59,4) (71,4) (37,2)
|
||||||
|
(83,1) (9,3) (33,3) (51,5) (41,4) (38,4) (99,4) (32,2) (42,4) (57,2) (6,4) (89,4) (75,5) (58,4) (66,4) (50,4)
|
||||||
|
(45,1) (99,4) (96,4) (14,5) (89,3) (30,4) (17,3) (16,4) (82,2) (26,5) (83,5) (54,4) (59,1) (8,5) (72,5) (71,2) (2,1) (34,5) (13,4) (70,2) (66,5) (86,3) (38,4) (20,2) (67,4) (50,2) (41,1) (15,5) (11,3) (9,4) (6,5) (97,5) (77,1) (29,5) (98,4) (18,5) (87,1) (81,3) (28,5) (76,4) (37,4) (62,4) (24,3) (94,2) (27,5)
|
||||||
|
(9,5) (21,2) (59,5) (42,4) (64,1) (96,2) (0,4) (44,4) (94,5) (99,4) (49,1) (37,4) (38,3) (81,4) (79,1) (54,3) (53,3) (7,2) (1,1) (15,4) (87,4) (22,2) (32,4) (78,5) (50,4) (82,1) (92,2) (29,4) (77,1) (3,4) (5,1) (70,2) (12,3) (83,4)
|
||||||
|
(23,1) (7,3) (20,1) (29,4) (15,1) (27,4) (30,3) (44,5) (61,1) (90,1) (21,5) (86,2) (68,4) (32,2) (18,4) (40,4) (36,5) (8,4) (25,5) (39,3) (10,1) (58,2) (67,1) (26,4) (80,2) (89,1) (62,1) (2,2) (72,3) (97,4) (57,3) (14,5) (87,4) (92,4) (22,1) (75,4) (34,2) (99,2) (93,4) (56,5) (91,4) (49,5) (16,3) (95,4) (94,5) (88,4) (6,2) (69,4) (78,3) (53,1) (98,2) (81,1) (38,4) (3,1) (84,3)
|
||||||
|
(63,5) (8,4) (36,4) (5,5) (4,5) (43,4) (42,1) (83,3) (57,2) (46,4) (76,5) (91,1) (82,4) (6,3) (29,3) (64,4) (67,3) (88,5) (71,5) (44,1) (98,5) (50,1) (26,3) (58,1) (39,2) (24,4) (21,5) (49,3) (37,5) (47,5) (38,1) (9,4) (79,5) (22,3) (94,4) (12,2)
|
||||||
|
(70,5) (38,5) (4,2) (26,4) (73,2) (84,4) (13,1) (42,5) (59,4) (54,1) (2,4) (52,3) (86,4) (81,1) (40,1) (89,5) (18,3) (96,2) (55,1) (46,5) (50,4) (35,5) (7,4) (37,1) (33,4) (85,3) (45,2) (95,1) (20,1)
|
||||||
|
(54,4) (35,5) (61,1) (28,4) (84,4) (90,4) (95,4) (15,2) (63,2) (81,5) (13,2) (68,4) (88,4) (32,2) (8,2) (25,4) (58,1) (16,4) (6,4) (17,4) (51,4) (79,4) (62,2) (9,5) (71,4) (97,5) (5,2) (14,2) (38,5) (2,4) (48,4) (98,5) (67,5) (34,3) (47,4) (82,4) (78,4) (86,5) (39,1) (40,3) (69,4) (73,5) (19,1) (85,3) (55,3) (41,5) (94,2) (50,4) (24,3) (12,3) (7,4) (36,5) (33,1) (18,3) (96,5) (76,2)
|
||||||
|
(87,4) (90,1) (53,5) (75,4) (39,3) (33,1) (94,1) (37,4) (95,4) (29,2) (80,5) (63,1) (3,4) (45,3) (21,1) (41,5) (68,4) (44,4) (71,3) (24,3) (58,4) (54,4) (6,2) (55,1) (27,4) (16,4) (35,3) (9,4)
|
||||||
|
(70,4) (46,2) (57,1)
|
||||||
|
(1,4) (62,4) (88,1) (39,5) (34,3) (22,5) (86,4) (82,5) (9,2) (96,2) (90,4) (93,2) (55,2) (97,3) (38,4) (84,2) (42,3) (6,3) (80,5) (15,4) (31,3) (17,5) (20,1)
|
||||||
|
(14,4) (50,2) (71,1) (72,1) (2,5) (10,4) (81,3) (43,2) (0,2) (85,4) (76,2) (46,2) (53,1) (92,5) (4,4) (9,4) (40,1) (88,4) (60,5) (57,1) (32,4) (8,4) (16,1) (44,5) (29,2) (42,5) (79,4) (58,4) (1,5) (7,2) (49,3) (11,5) (45,2) (38,4) (70,4) (66,5) (95,4) (18,4) (97,1) (21,3) (30,5) (61,3) (83,1) (93,5) (64,3) (54,5) (23,4) (75,3) (89,4) (22,1) (39,2) (48,5)
|
||||||
|
(99,1) (23,3) (53,3) (80,1) (60,4) (86,1) (16,4) (68,4) (47,1) (35,3) (67,3)
|
||||||
|
(59,3) (29,5) (81,5) (72,3) (7,4) (33,4) (61,5) (52,1) (93,5) (9,4) (96,2) (22,4) (25,4) (78,4) (48,4) (38,4) (89,4) (63,3) (12,5) (77,1) (15,3) (19,3) (41,4) (79,4) (35,3) (26,2) (14,4) (30,1) (5,5)
|
||||||
|
(29,4) (32,4) (97,3) (80,3) (44,2) (84,1) (27,5) (8,1) (78,3)
|
||||||
|
(52,1) (39,2) (8,5) (77,4) (86,4) (23,3) (35,3) (17,4) (45,4) (47,3) (31,1) (88,1) (68,4) (90,4) (84,4)
|
||||||
|
(70,4) (9,5) (42,4) (62,1) (23,1) (20,5) (79,1) (33,2) (71,4) (52,5) (83,4) (43,2) (31,1) (29,4) (74,2) (91,2) (30,2) (99,4) (87,2) (55,5) (75,3) (51,4) (82,1) (88,2) (56,5) (58,5) (25,5) (90,5) (15,1) (36,3) (61,5) (11,3) (38,4) (73,4) (13,5) (21,1) (95,3) (96,5) (47,5) (32,4) (60,4) (85,5) (98,2) (63,1) (24,4) (35,2) (81,4) (5,4) (4,4) (26,3) (40,2) (89,3) (49,3) (86,1) (77,2) (66,4) (54,1) (72,2)
|
||||||
|
(7,5) (68,5) (88,4) (43,2) (61,4) (24,4) (21,2) (22,5) (90,4) (51,3) (26,4) (12,1) (54,2) (62,1) (99,3) (11,2) (18,5) (33,5) (36,4) (86,5) (83,5) (49,3) (29,2) (94,3) (96,5)
|
||||||
|
(96,5) (97,2) (30,5) (14,4) (13,4) (66,5) (27,5) (8,4) (72,4) (92,5) (64,4) (0,4) (95,4) (42,4) (2,1) (60,2) (24,4) (54,5)
|
||||||
|
(95,1) (84,4) (76,4) (42,4) (33,4) (75,4) (89,1) (23,4) (55,4) (90,1) (94,4) (67,4) (83,4) (7,2) (52,4) (88,1) (81,2) (30,3) (34,4) (26,1) (6,1) (61,5) (24,4) (3,4) (54,4) (1,3) (46,3) (58,4) (65,2) (79,4) (10,2) (15,4) (18,5) (4,1) (11,2) (98,5) (53,4) (57,3) (74,1) (56,5) (27,5) (40,3) (25,5) (39,3) (14,3)
|
||||||
|
(72,3) (59,2) (93,4) (71,3) (7,4) (70,2) (33,4) (79,1) (80,2) (62,3) (39,4) (64,1) (12,3) (34,5) (54,4) (30,1) (89,3) (24,4) (43,4) (65,5) (55,1) (25,4)
|
||||||
|
(48,4) (72,4) (21,1) (22,1) (94,4) (92,4) (95,2) (49,1) (69,3) (10,4) (6,2) (93,2) (37,4) (68,5) (81,3) (99,2) (70,4) (15,5) (20,1) (36,2) (67,2) (23,2) (85,3) (0,1) (14,3) (11,4) (96,4) (29,3) (25,4) (61,4) (35,1) (7,1) (42,2) (79,4) (76,3) (28,2) (33,5) (32,3) (27,1) (62,3) (30,4) (17,4) (24,5) (88,5) (97,1) (5,4) (8,4) (38,1) (47,5) (64,5) (39,3) (87,5) (89,1) (18,4)
|
||||||
|
(22,4) (13,1) (62,4) (54,1) (21,5) (70,2) (82,4) (73,5) (38,2) (60,3) (57,1) (29,4) (12,3) (27,5) (28,4) (81,4) (46,5) (84,1) (89,2) (79,4) (31,1) (67,4) (2,2) (37,2) (93,4) (66,2) (43,4) (49,4) (98,5) (20,5) (8,2) (97,4) (17,3) (96,4) (36,4) (94,1) (51,1) (35,5) (53,1) (26,5) (50,4) (32,4) (74,3) (91,1) (65,5) (18,4) (24,5) (61,2) (64,2) (95,2) (1,2) (0,2) (45,1) (71,5) (92,4) (9,5) (40,5) (99,5) (44,1) (25,3) (7,4) (78,4)
|
||||||
|
(90,4) (98,4) (30,3) (77,1) (17,5) (28,4) (57,4) (23,3) (49,4) (1,3) (64,4) (93,2)
|
||||||
|
(24,4) (34,1) (19,3) (88,4) (32,1) (66,1) (52,3) (98,1) (20,2) (35,5) (40,5) (46,5) (49,3) (78,3) (76,2) (58,5) (79,5)
|
||||||
|
(3,4) (35,4) (21,1) (90,3) (17,4) (6,4) (8,4) (58,1) (19,1) (92,4) (4,5) (66,2) (47,4) (76,4) (32,3) (93,3)
|
||||||
|
(47,3) (77,3) (15,5) (38,3) (24,2) (74,4) (23,3) (5,3) (50,5) (18,5) (29,4) (42,2) (60,3) (62,2) (33,3) (30,4) (34,2) (36,4) (55,4) (88,3) (26,1) (39,4) (94,4) (46,4) (10,1) (97,3) (87,2) (4,4) (27,3) (59,4) (40,3) (79,1) (93,4) (54,3) (78,4) (90,4) (44,4)
|
||||||
|
(99,4) (40,5) (15,3) (88,1) (41,5) (75,1) (73,4) (47,1) (43,1) (59,4) (86,1) (0,3) (53,4) (38,2) (3,1) (42,4) (31,3) (34,5) (1,4) (97,4) (63,5) (57,2) (9,3) (96,5) (60,2) (91,2) (82,4) (54,4) (58,3) (12,5)
|
||||||
|
(31,5) (5,2) (76,4) (86,1) (61,5) (77,5) (85,5) (9,3) (54,2) (49,2) (2,2) (40,3) (24,4) (19,1) (67,4) (81,4) (87,4) (83,4) (95,3) (64,3) (17,4) (58,2) (71,4) (30,4) (60,4) (37,4) (44,1)
|
||||||
|
(55,3) (82,5) (23,2) (37,3) (10,5) (54,5) (99,4) (36,1) (63,5) (69,4) (70,3) (17,4) (71,3) (5,5) (6,4) (4,4) (46,4) (32,3) (59,1) (45,1) (58,5) (88,3) (14,5) (93,5) (20,4) (22,1) (92,1) (47,4) (29,5) (62,4) (8,5) (30,1) (77,3) (44,4) (76,4) (39,3) (7,4) (61,4) (72,3) (73,4) (27,3) (80,1)
|
||||||
|
(96,3) (98,1) (35,1) (48,3) (82,4) (97,2) (87,4) (56,3) (45,2) (51,4) (28,1) (38,5) (36,4) (89,2) (88,5) (91,5) (25,3) (12,1) (9,5) (77,1) (16,4) (85,4) (4,4) (54,3) (92,2) (0,1) (95,5) (42,2) (44,5) (70,2) (13,3) (22,1) (20,2) (57,5) (94,5) (50,2) (11,1) (18,4) (41,4) (37,3) (72,5) (78,4) (7,4) (33,1) (5,3) (34,4) (61,4) (64,1) (30,4) (80,2) (59,1) (6,2) (21,2)
|
||||||
|
(51,4) (99,2) (33,4) (27,2) (20,1) (41,3) (90,4) (5,3) (89,4) (86,2) (15,4) (14,3) (74,1) (95,5) (67,5) (19,2) (40,3) (70,5) (58,4) (3,2) (84,5) (62,5) (26,1) (64,3) (65,1) (92,1) (23,3) (59,5) (25,5) (47,3) (54,3) (0,1) (21,4) (42,1) (43,5) (91,4) (24,5) (4,4) (94,1) (37,3) (32,4) (61,5) (56,5) (45,4) (97,4) (71,2) (39,4)
|
||||||
|
(28,4) (24,4) (46,2) (54,1) (31,4) (14,5) (83,2) (9,4) (76,4) (65,3) (69,1) (22,4) (63,3)
|
||||||
|
(7,2) (55,2) (63,2) (35,4) (2,5) (46,4) (36,4)
|
||||||
|
(48,4) (78,5) (1,1) (66,4) (42,3) (36,4) (83,5) (16,5) (62,4) (40,1) (28,2) (15,1) (64,2) (59,4) (31,5) (49,1)
|
||||||
|
(12,1) (73,4) (74,4) (65,3) (3,1) (55,4) (91,5) (67,3) (71,3) (89,3) (0,3) (81,2) (17,1) (22,1) (47,4) (37,3) (79,4) (30,4) (33,4) (46,5) (59,3) (23,1) (63,5) (50,1) (85,2) (97,4) (72,2) (4,5) (25,1) (27,2) (84,5) (87,4) (20,4) (49,3) (99,4) (14,3) (48,3) (43,4)
|
||||||
|
(94,4) (28,1) (88,1) (29,4) (80,3) (5,4) (16,3) (24,5) (77,4) (48,4) (53,3) (20,3) (66,4) (93,4) (81,5) (63,1) (12,4) (41,1) (69,4) (2,4) (33,1) (43,5) (76,2) (13,2) (38,4) (7,3) (52,1) (50,1) (70,4) (61,5) (58,1) (86,3) (72,4) (79,4) (37,2) (97,4) (49,5) (55,4) (25,2) (0,3) (4,4) (73,1)
|
||||||
|
(44,5) (10,2) (23,3) (37,3) (14,4) (22,3) (74,5) (19,2) (29,3) (24,2) (89,1) (32,1) (12,3) (85,2) (5,4) (55,5) (13,3) (46,5) (45,1) (25,5) (51,4) (59,3) (84,4) (28,4) (98,2) (27,2) (41,2) (80,4) (93,3) (6,5) (1,4) (61,4) (64,4) (87,5) (63,5) (9,4) (26,1) (65,2) (3,5) (49,4) (4,4) (53,5) (62,5) (18,1) (73,3) (79,4) (36,1) (17,1) (91,5) (81,4) (97,2)
|
||||||
|
(49,5) (40,5) (22,4) (2,2) (45,1) (29,4) (64,5) (79,4) (5,1) (28,1) (30,4) (26,1) (58,4) (56,4) (7,4) (8,4) (68,3) (23,4) (31,5) (57,5) (44,1) (6,5) (11,3) (88,2) (13,2) (39,1) (80,1)
|
||||||
|
(90,3) (7,3) (0,4) (78,3) (23,2) (56,2) (69,1) (30,4) (87,2) (33,5) (14,3) (88,1) (10,4) (92,3) (12,2) (29,4)
|
||||||
|
(64,4) (30,1) (6,4) (85,5) (5,3) (93,2) (14,4) (76,1) (10,3) (48,5) (65,4) (63,2) (75,3) (46,1) (58,1) (83,5) (35,3) (26,5) (13,5) (29,4) (54,3) (66,4) (79,1) (82,4) (51,2) (28,3) (57,5) (94,5) (15,5) (88,4) (61,4) (2,5) (97,5) (33,4) (60,4) (40,5) (21,4) (3,5) (8,5) (49,3) (11,4) (34,3) (81,2) (38,5) (90,4) (20,4) (31,5) (86,3) (22,2) (36,5) (4,4) (50,4) (68,4) (19,2) (87,3)
|
||||||
|
(12,3) (41,2) (85,4) (83,3) (99,5) (52,1) (43,5) (67,2) (82,5) (64,1) (3,5) (50,5) (72,1) (93,1) (65,4) (4,2) (21,1) (5,4) (54,3) (71,4) (76,4) (96,2) (90,3) (27,3) (10,2) (13,1) (19,4) (56,4) (60,2) (49,2) (42,2) (46,1) (18,4) (23,1) (92,4) (28,4) (61,3) (22,4) (32,4) (20,1) (15,4) (77,4)
|
||||||
|
(77,5) (33,4) (52,4) (79,3)
|
||||||
|
(86,3) (95,5) (90,5) (32,3) (20,4) (39,3) (7,2) (35,4) (76,2) (67,4) (34,2) (36,5) (40,2) (15,3) (48,4) (21,1) (26,4) (56,1) (28,2) (68,4) (81,1) (60,5) (62,3) (64,2) (84,5) (79,4) (31,2) (72,3) (77,3) (38,2) (24,5) (53,1) (74,5) (80,2) (0,4)
|
||||||
|
(7,5) (83,3) (52,3) (88,2) (68,5) (29,3) (94,2) (45,4) (55,4) (82,2) (81,1) (49,4) (27,3) (34,4) (39,5) (76,5) (70,4) (22,2) (23,1) (4,2) (80,4) (35,4) (42,4) (1,5) (64,2) (13,2) (18,4) (11,2) (10,5) (32,2) (67,1) (6,3) (36,3) (30,4) (25,2) (19,4) (47,4) (31,1) (96,3) (5,4) (21,2) (74,2) (63,3) (26,5) (56,2) (33,1) (71,4) (60,5) (91,2) (14,3) (54,2) (84,4) (61,4) (41,1) (40,5) (0,5) (17,1)
|
||||||
|
(27,2) (3,4) (46,4) (94,3) (21,5) (30,5) (93,4) (62,2) (47,1) (59,4) (78,3)
|
||||||
|
(48,4) (2,1) (66,1) (86,4) (68,4) (89,4) (36,1) (90,4) (29,5) (98,4) (6,1) (46,1) (81,3) (96,3) (45,1) (61,4) (41,2) (14,3) (18,3) (85,3) (27,5) (69,5) (25,3) (71,4) (79,3) (40,1) (16,1) (50,1) (7,2) (54,3) (65,1) (56,4) (63,5) (91,4) (0,4) (30,1)
|
||||||
|
(98,4) (5,5) (6,4) (0,5) (67,5) (92,1) (81,4) (78,4) (24,3) (38,4) (71,5) (76,3) (61,3) (34,4) (40,5) (47,3) (63,3) (4,3) (94,4) (75,1) (77,1) (16,1) (29,2) (52,4) (74,4) (39,5) (25,4) (58,4) (56,5) (69,3) (12,5) (1,4) (62,1) (42,4) (89,2) (80,5) (55,4) (33,4) (57,4) (70,2) (50,2) (60,4) (64,4) (91,5) (22,4)
|
||||||
|
(96,1) (60,4) (71,2) (22,4) (69,4) (78,4) (1,2) (13,2) (50,4) (76,5) (20,3) (21,3) (7,1) (25,1) (8,1) (56,2)
|
||||||
|
(26,5) (97,4) (56,5) (1,1) (74,5) (29,4) (71,2) (67,4) (7,4) (28,5) (64,1) (49,4) (53,1) (60,3) (86,4) (20,3) (77,1) (98,4) (59,5) (73,2) (19,2) (69,1) (66,4) (37,5) (83,4) (48,5) (9,5) (22,1) (6,1) (47,4) (10,5) (95,5) (52,2) (25,4) (14,4) (78,5) (3,5) (43,1) (30,4) (65,1) (51,4) (68,2)
|
||||||
|
(52,4) (51,3) (34,4) (27,1) (76,4) (26,1) (75,1) (89,1) (74,2) (25,4) (29,1) (93,1) (56,4) (2,5) (69,5) (21,4) (80,4) (1,4) (46,1) (64,3) (0,3) (99,2) (84,5) (59,4) (98,4) (54,5) (70,5) (20,4) (49,2) (28,1) (63,5) (95,3) (23,3) (19,5) (86,5) (47,5) (38,1) (71,1) (14,1) (35,5) (5,5) (61,3) (36,2) (15,4)
|
||||||
|
(38,4) (88,1) (48,5) (32,1) (67,4) (56,2) (22,3) (92,4) (51,5) (15,3) (0,1) (13,4) (52,5) (27,4) (21,1) (50,2) (42,4) (84,4) (3,3) (89,4) (76,2) (17,1) (23,5) (68,5) (91,3) (10,1) (41,4) (19,5) (2,3) (71,1) (55,1) (11,4) (24,4) (69,4) (34,5) (83,3) (85,2) (95,3) (77,3) (37,5) (16,4) (36,3) (93,5) (4,2)
|
||||||
|
(71,3) (11,1) (59,3) (87,3) (56,2) (90,2) (69,3) (8,1) (31,5) (43,4) (45,5) (86,5) (26,4) (85,3) (70,4) (91,2) (66,1) (63,2) (96,4) (18,4) (74,3) (53,4) (6,3) (76,3) (65,4) (62,5) (92,5) (10,2) (55,3) (68,4) (80,4) (83,2) (24,2) (30,3) (0,3) (41,4) (72,5) (44,5) (36,4) (94,1) (60,1) (77,1) (17,5)
|
||||||
|
(33,1) (31,4) (6,2) (37,3) (14,3) (60,4) (75,2) (30,2) (77,4) (1,3) (54,1) (18,3) (61,5) (85,2) (0,4) (34,4) (53,2) (7,5) (71,1) (47,3) (49,2) (63,2) (67,5) (72,1) (3,4) (79,4) (80,4) (9,3) (56,2) (73,4) (59,3) (66,3) (95,1) (81,4) (88,4) (93,3) (96,3) (57,3) (28,4) (13,4) (46,4) (44,2) (99,1) (90,4) (38,3) (55,2) (16,4) (21,1) (48,4) (41,3) (50,4) (23,3) (40,4) (69,5) (51,3) (20,3) (39,5) (15,1)
|
||||||
|
(60,1) (22,2) (57,2) (75,4) (34,5) (98,2) (99,2) (46,3) (54,4) (80,4) (90,5) (63,2) (37,5) (10,4) (50,4)
|
||||||
|
(52,4) (9,4) (40,4) (55,5) (49,3) (26,5) (54,3) (77,4) (24,5) (0,4) (90,5) (25,4) (11,5) (35,4) (22,5) (36,1)
|
||||||
|
(42,4) (83,5) (56,3) (7,5) (54,5) (0,1) (16,4) (57,4) (23,3) (9,2) (93,2) (65,2) (20,4) (35,2) (91,3) (26,3) (27,4) (79,4) (81,1) (51,2) (19,5) (66,4) (12,2) (28,2) (59,2) (58,4) (22,2) (68,2) (1,3) (53,1) (24,4) (11,5) (45,5) (3,1) (33,5) (71,4) (8,2) (6,5) (44,4) (61,1) (14,4) (98,4) (38,3) (52,4) (97,4) (74,1) (82,3) (88,1) (40,3) (72,5) (90,5) (67,2) (60,2) (13,4) (63,1) (17,1) (36,4) (5,1) (29,4) (69,1) (92,3) (89,4) (49,2)
|
||||||
|
(52,4) (60,3) (26,4) (86,4) (3,4) (63,3) (82,2) (54,4) (71,2)
|
||||||
|
(65,4) (23,2) (30,4) (10,3) (56,3) (34,2) (13,1) (27,4) (55,4) (2,5) (52,3) (7,4) (19,3) (57,3) (84,3) (98,5) (66,5) (9,5) (72,4) (26,1) (54,5) (35,3) (77,4) (96,1) (50,4) (0,1) (42,1) (31,2) (67,4) (68,4) (80,5) (95,1) (49,4) (86,3) (87,5) (16,4) (22,3) (90,5) (29,4) (99,5) (14,5)
|
||||||
|
(67,4) (43,1) (98,3) (35,1) (78,1) (59,4) (29,4) (40,4) (55,1) (46,2) (1,4) (44,4) (73,1) (19,2) (24,1) (57,4) (27,3) (17,2) (96,2) (68,1) (48,1) (21,3) (32,1) (20,1) (16,4) (89,5) (37,3) (70,2) (94,2) (77,4) (84,4) (14,1) (63,2) (95,2) (30,4) (39,3) (56,2) (45,5) (41,3) (36,5) (75,1) (82,1) (81,1) (9,1) (72,1) (97,5) (5,4) (6,1) (26,4) (52,2) (8,5) (61,3) (3,4) (86,5) (33,5) (90,4) (69,1) (54,5) (92,1) (60,4) (65,1)
|
||||||
|
(6,3) (46,5) (23,4) (22,4) (75,4) (81,4) (57,4) (27,5) (36,1) (53,5) (64,2) (59,3) (4,3) (87,4) (10,4) (32,2) (61,4) (30,5) (5,5) (9,2) (63,5) (1,2) (7,4) (62,3) (17,4) (33,2) (76,4) (67,4) (14,1) (82,2) (0,4) (29,3) (69,4) (89,1) (84,5) (44,5) (68,3) (41,2) (56,5) (54,1) (88,3) (28,3) (50,4) (2,4) (31,4) (8,3) (96,2) (20,4) (42,3) (40,2) (34,4) (39,3) (25,4)
|
||||||
|
(44,4) (60,1) (90,2) (84,4) (11,4) (83,1) (36,2) (77,3) (15,1) (34,3) (46,4) (71,3) (1,4) (47,1) (49,4) (96,3) (64,4) (87,2) (67,5) (45,4) (20,4) (17,4) (35,2) (8,4) (6,4) (51,4) (5,4) (22,1) (4,2) (9,1) (74,5) (2,1) (39,5) (32,1) (73,4) (33,4) (92,1) (18,4) (79,1) (30,3) (93,4) (19,5) (89,1) (68,2) (52,3) (10,1) (43,4) (41,4) (69,1) (61,2) (55,4) (31,3) (91,4) (56,4)
|
||||||
|
(50,5) (82,1) (18,3) (43,1) (81,4) (88,4) (34,4) (92,1) (25,5) (96,5) (53,1)
|
||||||
|
(64,4) (95,3) (97,5) (59,3) (41,4) (51,2) (43,3) (74,5) (83,2) (1,4) (19,4) (55,4) (85,4) (92,5) (73,5) (23,1) (80,5) (27,4) (48,3) (22,1) (15,5) (18,5)
|
||||||
|
(40,3) (36,4) (90,3) (43,3) (63,2) (27,1) (16,4)
|
||||||
|
(1,5) (7,2) (66,5) (39,4) (51,4) (2,2) (31,4) (92,1) (46,2) (28,4) (30,4) (53,1) (21,2) (3,4) (91,4) (40,3) (84,5) (6,3) (50,4) (33,2) (41,1) (95,1) (80,2) (20,3) (36,4) (61,3) (56,3) (49,3) (45,4) (77,4) (29,3) (10,5) (23,4) (90,3) (78,2) (67,4) (99,4) (25,3) (74,4) (82,5) (68,2) (98,1) (15,4) (58,4) (89,1) (9,2) (52,3) (24,5) (69,5) (11,5) (17,5) (85,4) (44,4) (71,4) (62,2) (35,3) (63,1) (5,1) (57,3) (34,5)
|
||||||
|
(58,1) (36,4) (76,4) (54,1) (19,3) (57,4) (10,1) (0,3) (51,4) (13,3) (63,4) (77,4) (23,1) (42,5) (73,1) (61,4) (17,4) (5,4) (43,4) (56,4) (90,1) (93,5) (80,2) (89,1) (98,3) (72,5) (69,2) (15,2) (40,3) (62,4) (48,4) (39,4) (47,3) (53,3)
|
||||||
|
(30,1) (36,1) (71,5) (96,3) (12,3) (7,2) (64,5) (98,5) (72,3) (50,3) (84,4) (86,2) (44,1) (24,5) (23,5) (22,3) (58,4) (1,4) (46,5) (20,3) (49,1) (28,5) (39,4) (53,3) (56,3) (3,4) (99,3) (40,2) (15,4) (8,2) (32,4) (85,4) (17,1) (80,1) (55,4) (63,5) (68,4) (75,1) (74,3) (48,1) (52,4) (37,5)
|
||||||
|
(32,3) (4,4) (77,3) (26,5) (88,4) (85,2) (53,5) (78,1) (87,1) (18,5) (62,1) (16,3)
|
||||||
|
(72,3) (26,2) (51,2) (7,1) (48,5) (43,1) (24,5) (90,1) (73,3) (55,4) (3,4) (33,3) (10,4) (37,3) (4,2) (80,4) (42,4) (63,1) (38,4) (17,3) (18,4) (0,5) (74,5) (70,1) (11,3) (66,4) (93,2) (30,4) (59,2) (46,5) (85,3) (57,4) (20,4) (75,4) (98,4) (96,3) (15,1) (67,2) (34,2) (68,4) (13,3) (76,5) (32,5) (62,3) (82,3) (79,4) (27,4) (56,1) (47,5) (41,4) (64,5) (78,5) (44,3) (97,2)
|
||||||
|
(28,4) (47,4) (8,4) (73,5) (51,2) (50,2) (74,1) (72,4) (95,3) (21,1) (93,2) (25,4) (97,1) (94,1) (33,4) (86,1) (13,2) (37,4) (48,4) (42,2) (68,3) (78,2) (60,1) (71,5) (4,5) (30,1) (67,3) (38,5) (61,4) (89,4) (90,2) (80,2) (15,4) (19,4) (11,1) (82,1) (46,4) (29,4) (62,2) (7,4) (45,5) (22,4) (64,4) (16,1)
|
||||||
|
(82,4) (1,5) (98,3) (4,4) (59,1) (24,5) (31,5) (51,2) (47,4) (3,1) (78,2) (90,4) (15,1) (34,4) (97,3) (60,1) (74,5)
|
||||||
|
(69,3) (68,4) (78,1) (29,1) (23,1) (40,2) (43,3) (49,3) (41,1) (70,4) (94,5) (45,4) (46,2) (24,5) (13,3) (47,2) (72,4) (64,5) (14,3) (55,5) (37,3) (65,3) (66,3) (21,1) (80,4)
|
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|
(99,4) (86,4) (31,4) (2,5) (56,1) (62,1) (36,2) (98,5) (14,2) (66,5) (47,2) (73,2) (52,4) (38,1) (89,5) (55,4) (18,3) (72,2) (63,1) (37,4) (78,1) (46,2) (41,3)
|
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|
(40,4) (7,3) (73,4) (30,2) (27,4) (11,2) (70,4) (44,4) (38,4) (61,3) (66,3) (77,5) (62,4) (71,4) (24,1) (86,4) (58,4) (98,1) (51,1) (63,2) (99,4) (68,5) (28,2) (3,4) (4,4) (46,5) (33,1) (0,4) (54,3) (55,5) (49,5) (97,2) (76,4) (9,3) (8,2) (80,5) (10,1) (91,5) (19,1) (65,3) (78,3) (34,2) (29,5) (43,2) (72,5) (20,4) (47,5)
|
||||||
|
(72,4) (68,1) (55,3) (77,5) (85,3) (14,4) (57,5) (9,5) (86,2) (89,1) (97,4) (0,1) (48,4) (92,2) (29,5) (99,4) (39,2) (76,4) (31,4) (19,5) (46,1) (50,1) (62,4) (63,2) (67,1) (73,4) (82,2) (6,1) (18,4) (28,3) (38,4) (58,5) (44,2) (94,4) (96,2) (70,5) (79,2) (53,5) (61,5) (13,5) (91,5) (12,4) (11,2) (60,4) (27,5) (16,1) (47,2) (24,3) (32,1)
|
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|
(31,4) (65,4) (82,5) (5,2) (94,2) (14,2) (15,3) (42,2) (53,4) (25,3) (48,4) (71,4) (92,3) (79,4) (73,1) (46,4) (26,2) (24,1) (16,4) (20,1) (90,2) (68,3) (84,3) (57,5) (74,4) (75,2) (33,5) (29,2) (7,1) (45,5) (43,2) (34,5) (91,4) (36,4) (95,5) (56,4) (50,3) (17,2) (40,3) (81,2) (35,4) (66,1) (32,4) (6,3) (88,2) (69,5) (86,5) (55,5) (83,4) (52,4) (96,2) (4,3) (62,4) (89,4) (23,4) (28,5) (8,3)
|
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|
(10,3) (58,3) (34,3) (81,3) (54,1) (17,1) (75,4) (50,4) (74,4) (39,1) (84,2) (22,3) (7,4) (21,2) (78,5) (95,4) (15,4) (87,1) (63,5) (31,5) (59,4) (30,4) (62,5) (26,4) (76,4) (93,4) (37,5) (45,1) (56,2) (52,2) (25,5) (68,3) (96,3) (51,3) (46,4) (9,4) (99,4) (11,3) (1,5) (92,5) (12,4) (55,1) (29,2) (57,1) (66,5) (44,1) (90,4) (13,4) (48,5) (94,5) (4,4) (53,4) (69,2) (61,1) (3,4) (38,3) (28,3) (88,1) (73,4) (72,4) (5,4) (40,2) (77,2) (91,2) (0,2)
|
||||||
|
(38,5) (60,5)
|
||||||
|
(99,3) (73,1) (70,4) (1,3) (36,5) (65,2) (38,2) (37,4) (27,5) (90,4) (9,1) (19,2) (46,2) (58,5) (12,3) (39,5) (64,4) (6,1) (26,4) (60,3) (72,3) (10,5) (84,3) (30,4) (55,2) (74,3) (5,5) (78,2) (54,5) (80,1) (82,5) (57,4) (95,5) (22,3) (20,1) (43,4) (14,2) (40,5) (79,4) (3,5) (33,3) (88,2) (50,2) (56,4) (13,1) (97,2) (44,4) (87,4) (45,2) (23,1) (98,4) (52,5) (63,5) (93,4)
|
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Reference in New Issue
Block a user